aiib <- read_dta("C:/Users/Paula/Desktop/AIIB-ForResubmission.dta")
aiib %<>%
select(ccode, aiibmember:adbnonregionalmember, asiapacific, chinaalignment, usmilitaryalliance)
the_df <- merge(the_df, aiib, by.x = c("cow_code"), by.y = c("ccode"), all.x = TRUE)
russia_dyad <- read.csv("C:/Users/Paula/Desktop/PD_original_datasets/russia_dyad.csv")
russia_dyad$X <- NULL
the_df <- merge(the_df, russia_dyad, by = c("cow_code", "year"), all.x = TRUE)
soviet_iron_curtain_vector <- c("Albania", "Bulgaria", "Czech Republic",
"Poland", "Kosovo", "Romania",
"Hungary", "Slovakia", "Bosnia and Herzegovina",
"Croatia", "Macedonia", "Montenegro", "Serbia")
soviet_republics_vector <- c("Russia", "Lithuania", "Georgia",
"Estonia", "Latvia", "Ukraine" ,
"Belarus", "Moldova", "Kyrgyzstan",
"Uzbekistan", "Tajikistan", "Armenia" ,
"Azerbaijan", "Turkmenistan", "Kazakhstan")
the_df %<>%
dplyr::mutate(soviet_iron_curtain = ifelse(country %in% soviet_iron_curtain_vector, 1, 0))
the_df %<>%
dplyr::mutate(soviet_republics = ifelse(country %in% soviet_republics_vector, 1, 0))
the_df %<>% mutate(rus_influence = ifelse(country == "Russia", 1,
ifelse(level_contig_rus == 1, 1,
ifelse(soviet_republics == 1, 1,
ifelse(soviet_iron_curtain == 1, 1, 0)))))
the_df %>%
mutate(budget_pc = budget / pop, na.rm = TRUE) %>%
mutate(exports_pc = exports_bop / pop, na.rm = TRUE) %>%
mutate(total_trade = exports_bop + imports_bop, na.rm = TRUE) %>%
mutate(trade_openess = total_trade / gdp_const, na.rm = TRUE) %>%
mutate(us_total_trade = us_exports_to_country + us_imports_from_country, na.rm = TRUE) %>%
mutate(us_trade_dependence = us_total_trade / balance_trade, na.rm = TRUE) %>%
mutate(us_exports_pc = us_exports_to_country / pop, na.rm = TRUE) %>%
mutate(muslim_percent = percent_muslim_jitter / pop, na.rm = TRUE) %>%
mutate(us_imports_pc = us_imports_from_country / pop, na.rm = TRUE) -> the_df
Cost of living ranking
The main problem
Source: “https://www.numbeo.com/cost-of-living/rankings_by_country.jsp?title=2019”
url <- "https://www.numbeo.com/cost-of-living/rankings_by_country.jsp?title=2019"
# Countries with no INDEX
col_url <- read_html(url)
col_table <- col_url %>% html_table(header = TRUE, fill = TRUE)
col_19 <- col_table[[2]]
col_19$year <- replicate(119, 2019)
col_19$rank <- NULL
col_19 %<>%
clean_names()
col_19$cow_code <- countrycode(col_19$country, "country.name", "cown")
col_19 %<>% dplyr::mutate(cow_code = ifelse(country == "Palestine", 6666,
ifelse(country == "Serbia", 345,
ifelse(country == "Hong Kong", 997, cow_code))))
names(col_19)
[1] “rank” “country”
[3] “cost_of_living_index” “rent_index”
[5] “cost_of_living_plus_rent_index” “groceries_index”
[7] “restaurant_price_index” “local_purchasing_power_index”
[9] “year” “cow_code”
col_19 %>%
arrange(desc(cost_of_living_index)) %>%
select(country, cost_of_living = cost_of_living_index) %>%
head() %>%
kbl() %>%
kable_paper("striped",
full_width = F)
|
country
|
cost_of_living
|
|
Switzerland
|
121.16
|
|
Iceland
|
101.86
|
|
Norway
|
100.99
|
|
Bahamas
|
92.40
|
|
Luxembourg
|
86.09
|
|
Japan
|
83.33
|
col_19 %>%
arrange(desc(cost_of_living_index)) %>%
select(country, cost_of_living = cost_of_living_index) %>%
tail() %>%
kbl() %>%
kable_paper("striped",
full_width = F)
|
country
|
cost_of_living
|
|
Egypt
|
26.46
|
|
Kosovo (Disputed Territory)
|
26.18
|
|
Venezuela
|
25.73
|
|
India
|
24.17
|
|
Tunisia
|
23.69
|
|
Pakistan
|
20.40
|
# df_19 %>%
# group_by(country) %>%
# mutate(ppp_budget = budget * ppp) %>%
# select(country, ppp_budget) %>%
# arrange(desc(ppp_budget)) -> table3_mult
#
# df_19 %>%
# group_by(country) %>%
# mutate(ppp_budget = budget * ppp) %>%
# select(country, raw_budget = budget) %>%
# arrange(desc(raw_budget)) -> table4_mult
# kbl(list(table3_mult, table4_mult), digits = 0,
# caption = "Arranged By PPP Adjusted Budget LEFT and By PPP Raw Budget RIGHT") %>%
# kable_paper("striped", full_width = T)
Adjust to 2019 prices
country <- "United States"
countries_dataframe <- show_countries()
Generating URL to request all 299 results
inflation_dataframe <- retrieve_inflation_data(country, countries_dataframe)
Retrieving inflation data for US Generating URL to request all 61 results
# Provide a World Bank API URL and url_all_results will convert it into one with all results for that indicator
original_url <- "http://api.worldbank.org/v2/country"
# "http://api.worldbank.org/v2/country?format=json&per_page=304"
url_all_results(original_url)
Generating URL to request all 299 results [1] “http://api.worldbank.org/v2/country?format=json&per_page=299”
the_df$budget_const <- adjust_for_inflation(the_df$budget,
the_df$year,
country,
to_date = 2019,
inflation_dataframe = inflation_dataframe,
countries_dataframe = countries_dataframe)
the_df$budget_pc_const <- adjust_for_inflation(the_df$budget_pc,
the_df$year,
country,
to_date = 2019,
inflation_dataframe = inflation_dataframe,
countries_dataframe = countries_dataframe)
Price level ratio
Source: https://data.worldbank.org/indicator/PA.NUS.PPPC.RF
Price level ratio is the ratio of a purchasing power parity (PPP) conversion factor to an exchange rate. It provides a measure of the differences in price levels between countries by indicating the number of units of the common currency needed to buy the same volume of the aggregation level in each country.
Indicator source: International Comparison Program, World Bank
library(WDI)
ppp = WDI(indicator='PA.NUS.PPPC.RF', country="all", start=2013, end=2019)
ppp$ppp <- ppp$PA.NUS.PPPC.RF
ppp$PA.NUS.PPPC.RF <- NULL
ppp$cow_code <- countrycode(ppp$iso2c, "iso2c", "cown")
ppp %<>%
dplyr::mutate(cow_code = ifelse(country == "West Bank and Gaza", 6666,
ifelse(country == "Serbia", 345,
ifelse(country == "Hong Kong SAR, China", 997, cow_code))))
ppp$country <- NULL
the_df <- merge(the_df, ppp, by = c("cow_code", "year"), all.x = TRUE)
the_df %<>%
mutate(ppp_budget = budget / ppp, na.rm = TRUE) %>%
mutate(ppp_budget_pc = budget_pc * ppp, na.rm = TRUE) %>%
mutate(ppp_budget_const = budget_const / ppp, na.rm = TRUE) %>%
mutate(ppp_budget_pc_const = budget_pc_const * ppp, na.rm = TRUE) %>%
select(ppp_budget, ppp_budget_pc, ppp_budget_const, ppp_budget_pc_const, everything())
the_df %>%
filter(year == 2014) %>%
filter(country != "Kosovo") %>%
filter(country != "Curacao") %>%
filter(country != "Vatican City") %>%
select(country, ppp_budget) %>%
arrange(desc(ppp_budget)) ->t1
the_df %>%
filter(country != "Kosovo") %>%
filter(country != "Curacao") %>%
filter(country != "Vatican City") %>%
filter(year == 2014) %>%
select(country, ppp_budget_pc) %>%
arrange(desc(ppp_budget_pc)) -> t2
the_df %>%
filter(country != "Kosovo") %>%
filter(country != "Curacao") %>%
filter(country != "Vatican City") %>%
filter(year == 2014) %>%
select(country, ppp_budget_const) %>%
arrange(desc(ppp_budget_const)) -> t3
the_df %>%
filter(country != "Kosovo") %>%
filter(country != "Curacao") %>%
filter(country != "Vatican City") %>%
filter(year == 2014) %>%
select(country, ppp_budget_pc_const) %>%
arrange(desc(ppp_budget_pc_const)) -> t4
the_df %>%
filter(country != "Kosovo") %>%
filter(country != "Curacao") %>%
filter(country != "Vatican City") %>%
filter(year == 2014) %>%
select(country, budget) %>%
arrange(desc(budget)) -> t0
the_df %>%
filter(country != "Kosovo") %>%
filter(country != "Curacao") %>%
filter(country != "Vatican City") %>%
filter(year == 2014) %>%
select(country, budget_pc) %>%
arrange(desc(budget_pc)) -> tpc
kbl(list(t0, t1, t3, tpc, t2, t4), digits = 4) %>%
kable_paper("striped", full_width = FALSE)
|
country
|
budget
|
|
Afghanistan
|
56507034
|
|
Pakistan
|
36561172
|
|
Kenya
|
19795614
|
|
Mozambique
|
15227740
|
|
Zimbabwe
|
13688543
|
|
Iraq
|
12178606
|
|
South Africa
|
10905073
|
|
India
|
10195170
|
|
Ethiopia
|
9929613
|
|
Botswana
|
9665209
|
|
Brazil
|
9537682
|
|
Japan
|
9176177
|
|
China
|
7760211
|
|
Germany
|
7058232
|
|
Nigeria
|
6708386
|
|
Tanzania
|
6015504
|
|
Mexico
|
5742427
|
|
Indonesia
|
5517627
|
|
Russia
|
5455594
|
|
Zambia
|
4703058
|
|
South Korea
|
4681751
|
|
Israel
|
4474507
|
|
France
|
4355206
|
|
Palestinian Territories
|
4037115
|
|
Italy
|
4011391
|
|
Vietnam
|
3968612
|
|
Kazakhstan
|
3964445
|
|
Argentina
|
3938010
|
|
Turkey
|
3691430
|
|
Colombia
|
3677446
|
|
Jordan
|
3506201
|
|
Democratic Republic of the Congo
|
3411433
|
|
Uganda
|
3302523
|
|
Burma
|
3126713
|
|
United Kingdom
|
3110483
|
|
Spain
|
3085913
|
|
Cameroon
|
3009714
|
|
Ukraine
|
2987964
|
|
Egypt
|
2906309
|
|
Canada
|
2707912
|
|
Australia
|
2648692
|
|
Tajikistan
|
2644280
|
|
Peru
|
2616332
|
|
Chile
|
2597870
|
|
Poland
|
2578556
|
|
Philippines
|
2577410
|
|
Venezuela
|
2534132
|
|
Austria
|
2505317
|
|
Kyrgyzstan
|
2421388
|
|
Turkmenistan
|
2361743
|
|
Morocco
|
2358837
|
|
United Arab Emirates
|
2209363
|
|
Saudi Arabia
|
2143931
|
|
Thailand
|
2086208
|
|
Malaysia
|
2027167
|
|
Belgium
|
2018477
|
|
Bangladesh
|
2011284
|
|
Greece
|
2009268
|
|
Bolivia
|
2008954
|
|
Namibia
|
1979443
|
|
Ecuador
|
1904677
|
|
Malawi
|
1882776
|
|
Niger
|
1747531
|
|
Nepal
|
1744895
|
|
Serbia
|
1720045
|
|
Romania
|
1598707
|
|
Cote D’Ivoire
|
1575511
|
|
Czech Republic
|
1555711
|
|
Lebanon
|
1501240
|
|
Guinea
|
1497955
|
|
Bosnia and Herzegovina
|
1473503
|
|
Slovakia
|
1449542
|
|
Georgia
|
1387092
|
|
Hong Kong
|
1386503
|
|
Swaziland
|
1378799
|
|
Netherlands
|
1366532
|
|
Yemen
|
1365845
|
|
Uruguay
|
1352551
|
|
Croatia
|
1326867
|
|
New Zealand
|
1314910
|
|
Hungary
|
1300689
|
|
Senegal
|
1280760
|
|
Panama
|
1249559
|
|
Haiti
|
1213622
|
|
Sweden
|
1178719
|
|
El Salvador
|
1177991
|
|
Uzbekistan
|
1171380
|
|
Guatemala
|
1168731
|
|
Costa Rica
|
1146747
|
|
Singapore
|
1138221
|
|
Ghana
|
1110674
|
|
Portugal
|
1110465
|
|
Dominican Republic
|
1101621
|
|
Azerbaijan
|
1060545
|
|
Finland
|
1035227
|
|
Qatar
|
1025813
|
|
Bulgaria
|
958440
|
|
Tunisia
|
952028
|
|
Mali
|
949585
|
|
Rwanda
|
942289
|
|
Norway
|
939131
|
|
Honduras
|
937705
|
|
Sri Lanka
|
928094
|
|
Denmark
|
917589
|
|
Paraguay
|
917447
|
|
Barbados
|
878464
|
|
Belarus
|
872016
|
|
Angola
|
866831
|
|
Macedonia
|
850132
|
|
Cambodia
|
807945
|
|
Burkina Faso
|
798255
|
|
Kuwait
|
790326
|
|
Estonia
|
790305
|
|
Algeria
|
789224
|
|
Cyprus
|
788327
|
|
Slovenia
|
780576
|
|
Benin
|
764483
|
|
Liberia
|
760289
|
|
Albania
|
731251
|
|
Madagascar
|
726846
|
|
Switzerland
|
718489
|
|
Nicaragua
|
717722
|
|
Bahrain
|
717495
|
|
Lesotho
|
710854
|
|
Latvia
|
710842
|
|
Chad
|
690727
|
|
Armenia
|
681237
|
|
Jamaica
|
674810
|
|
Togo
|
673389
|
|
Lithuania
|
658067
|
|
Sudan
|
643546
|
|
Mauritania
|
618838
|
|
Burundi
|
593574
|
|
Ireland
|
592969
|
|
Trinidad and Tobago
|
579294
|
|
Mongolia
|
553217
|
|
Somalia
|
537622
|
|
Moldova
|
519919
|
|
Laos
|
519120
|
|
Mauritius
|
489636
|
|
Oman
|
487697
|
|
Fiji
|
484194
|
|
Cuba
|
472517
|
|
Papua New Guinea
|
414550
|
|
Montenegro
|
399569
|
|
Djibouti
|
378363
|
|
Eritrea
|
366500
|
|
Sierra Leone
|
362906
|
|
Iceland
|
348400
|
|
Luxembourg
|
344249
|
|
Libya
|
334681
|
|
Gambia, The
|
297170
|
|
Republic of Congo
|
289381
|
|
Equatorial Guinea
|
262009
|
|
Bahamas, The
|
253473
|
|
Brunei
|
250151
|
|
Gabon
|
246842
|
|
South Sudan
|
224115
|
|
Cape Verde
|
224077
|
|
Syria
|
214051
|
|
Suriname
|
180079
|
|
Malta
|
176495
|
|
East Timor
|
134714
|
|
Central African Republic
|
129296
|
|
Belize
|
122015
|
|
Guyana
|
110596
|
|
Guinea-Bissau
|
76785
|
|
Marshall Islands
|
67305
|
|
Samoa
|
61791
|
|
Micronesia
|
57651
|
|
Palau
|
14204
|
|
|
country
|
ppp_budget
|
|
Afghanistan
|
190495681.90
|
|
Pakistan
|
123859038.79
|
|
Kenya
|
45455933.79
|
|
India
|
33903556.16
|
|
Ethiopia
|
26512237.31
|
|
Mozambique
|
25735870.54
|
|
Iraq
|
25481387.90
|
|
Zimbabwe
|
24922160.74
|
|
South Africa
|
21224206.85
|
|
Botswana
|
20249109.36
|
|
Indonesia
|
16241992.12
|
|
Tanzania
|
13102254.37
|
|
China
|
12683156.30
|
|
Brazil
|
12377097.12
|
|
Nigeria
|
11921390.17
|
|
Burma
|
11637278.58
|
|
Vietnam
|
11230228.32
|
|
Ukraine
|
10339819.15
|
|
Russia
|
9970814.04
|
|
Mexico
|
9487656.16
|
|
Zambia
|
9445024.91
|
|
Japan
|
9433755.25
|
|
Egypt
|
9370153.68
|
|
Kyrgyzstan
|
8101423.84
|
|
Tajikistan
|
7910283.60
|
|
Uganda
|
7806212.75
|
|
Jordan
|
7791602.13
|
|
Kazakhstan
|
7653997.54
|
|
Turkey
|
7314318.97
|
|
Germany
|
6918650.56
|
|
Palestinian Territories
|
6636125.63
|
|
Argentina
|
6284244.58
|
|
Cameroon
|
6214755.63
|
|
Nepal
|
6087161.96
|
|
Philippines
|
6061906.91
|
|
Bangladesh
|
6054407.05
|
|
Colombia
|
6030966.33
|
|
Democratic Republic of the Congo
|
5955174.51
|
|
South Korea
|
5654116.38
|
|
Malawi
|
5471705.49
|
|
Thailand
|
5426003.33
|
|
Morocco
|
4915658.63
|
|
Saudi Arabia
|
4883579.15
|
|
Poland
|
4602943.57
|
|
Bolivia
|
4600065.21
|
|
Peru
|
4513002.30
|
|
Malaysia
|
4407066.08
|
|
Italy
|
4087789.12
|
|
France
|
4064877.29
|
|
Israel
|
4062913.23
|
|
Chile
|
4034951.97
|
|
Turkmenistan
|
4001668.89
|
|
Serbia
|
3820449.35
|
|
Namibia
|
3787871.07
|
|
United Arab Emirates
|
3717588.13
|
|
Niger
|
3536300.28
|
|
Spain
|
3511611.50
|
|
Ecuador
|
3498430.01
|
|
Guinea
|
3433679.14
|
|
Georgia
|
3387995.54
|
|
Romania
|
3288200.07
|
|
Bosnia and Herzegovina
|
3160983.35
|
|
Cote D’Ivoire
|
3155614.81
|
|
Ghana
|
3073400.98
|
|
Swaziland
|
3003367.27
|
|
Lebanon
|
2934866.70
|
|
Uzbekistan
|
2894451.13
|
|
Sri Lanka
|
2735461.39
|
|
United Kingdom
|
2706491.39
|
|
Senegal
|
2595800.55
|
|
Czech Republic
|
2542087.48
|
|
Haiti
|
2507754.96
|
|
Greece
|
2478089.21
|
|
Canada
|
2431453.30
|
|
Guatemala
|
2399060.72
|
|
El Salvador
|
2374069.95
|
|
Austria
|
2363972.86
|
|
Cambodia
|
2353530.85
|
|
Azerbaijan
|
2344352.27
|
|
Hungary
|
2337769.89
|
|
Tunisia
|
2309834.65
|
|
Slovakia
|
2250798.00
|
|
Dominican Republic
|
2246141.21
|
|
Panama
|
2235971.40
|
|
Rwanda
|
2162813.04
|
|
Croatia
|
2152422.04
|
|
Mali
|
2144040.23
|
|
Bulgaria
|
2136830.83
|
|
Madagascar
|
2130205.96
|
|
Macedonia
|
2078358.52
|
|
Belarus
|
1987116.55
|
|
Australia
|
1986397.28
|
|
Belgium
|
1901226.62
|
|
Honduras
|
1892616.08
|
|
Hong Kong
|
1884022.82
|
|
Algeria
|
1868265.86
|
|
Nicaragua
|
1833842.40
|
|
Albania
|
1798216.58
|
|
Sudan
|
1781927.47
|
|
Paraguay
|
1717601.34
|
|
Armenia
|
1715279.33
|
|
Burkina Faso
|
1703848.06
|
|
Costa Rica
|
1698614.84
|
|
Burundi
|
1678072.83
|
|
Benin
|
1677310.62
|
|
Singapore
|
1669354.14
|
|
Lesotho
|
1668677.63
|
|
Uruguay
|
1614646.80
|
|
Mauritania
|
1584835.00
|
|
Qatar
|
1578855.79
|
|
Laos
|
1525862.09
|
|
Mongolia
|
1470843.03
|
|
Bahrain
|
1467236.43
|
|
Liberia
|
1456876.09
|
|
Portugal
|
1445910.99
|
|
Togo
|
1395645.06
|
|
Moldova
|
1378680.35
|
|
Somalia
|
1337955.82
|
|
Angola
|
1310933.65
|
|
Netherlands
|
1273491.24
|
|
Kuwait
|
1257036.99
|
|
Jamaica
|
1192797.29
|
|
Chad
|
1135377.07
|
|
Estonia
|
1130553.19
|
|
Lithuania
|
1120612.09
|
|
New Zealand
|
1100161.96
|
|
Latvia
|
1076826.15
|
|
Slovenia
|
995105.40
|
|
Gambia, The
|
991677.21
|
|
Fiji
|
980111.69
|
|
Oman
|
940201.52
|
|
Eritrea
|
928052.58
|
|
Sweden
|
926643.32
|
|
Sierra Leone
|
907720.65
|
|
Mauritius
|
891517.95
|
|
Cyprus
|
872982.44
|
|
Finland
|
860090.18
|
|
Trinidad and Tobago
|
848712.92
|
|
Montenegro
|
831311.05
|
|
Barbados
|
808482.52
|
|
Libya
|
740221.84
|
|
Denmark
|
702710.71
|
|
Djibouti
|
658529.15
|
|
Norway
|
637831.26
|
|
Ireland
|
545685.70
|
|
Papua New Guinea
|
533877.23
|
|
Switzerland
|
513546.95
|
|
Brunei
|
487829.16
|
|
Equatorial Guinea
|
455227.15
|
|
Republic of Congo
|
454485.38
|
|
Gabon
|
392635.20
|
|
Cape Verde
|
358916.28
|
|
Suriname
|
328165.42
|
|
East Timor
|
297425.74
|
|
Iceland
|
293629.53
|
|
Luxembourg
|
293473.48
|
|
Bahamas, The
|
280307.80
|
|
South Sudan
|
253372.40
|
|
Malta
|
226564.37
|
|
Guyana
|
224004.35
|
|
Central African Republic
|
219425.66
|
|
Belize
|
185929.88
|
|
Guinea-Bissau
|
169783.00
|
|
Samoa
|
87377.65
|
|
Marshall Islands
|
72078.27
|
|
Micronesia
|
62353.75
|
|
Palau
|
17035.35
|
|
Cuba
|
NA
|
|
Venezuela
|
NA
|
|
Syria
|
NA
|
|
Yemen
|
NA
|
|
|
country
|
ppp_budget_const
|
|
Afghanistan
|
205721139.31
|
|
Pakistan
|
133758531.00
|
|
Kenya
|
49089020.78
|
|
India
|
36613313.91
|
|
Ethiopia
|
28631240.41
|
|
Mozambique
|
27792822.15
|
|
Iraq
|
27517999.87
|
|
Zimbabwe
|
26914076.21
|
|
South Africa
|
22920561.61
|
|
Botswana
|
21867528.99
|
|
Indonesia
|
17540141.01
|
|
Tanzania
|
14149458.24
|
|
China
|
13696863.56
|
|
Brazil
|
13366342.46
|
|
Nigeria
|
12874212.91
|
|
Burma
|
12567393.57
|
|
Vietnam
|
12127809.63
|
|
Ukraine
|
11166234.09
|
|
Russia
|
10767736.06
|
|
Mexico
|
10245961.56
|
|
Zambia
|
10199922.99
|
|
Japan
|
10187752.60
|
|
Egypt
|
10119067.64
|
|
Kyrgyzstan
|
8748933.97
|
|
Tajikistan
|
8542516.76
|
|
Uganda
|
8430127.99
|
|
Jordan
|
8414349.61
|
|
Kazakhstan
|
8265746.91
|
|
Turkey
|
7898919.37
|
|
Germany
|
7471626.98
|
|
Palestinian Territories
|
7166521.11
|
|
Argentina
|
6786515.80
|
|
Cameroon
|
6711472.91
|
|
Nepal
|
6573681.25
|
|
Philippines
|
6546407.68
|
|
Bangladesh
|
6538308.40
|
|
Colombia
|
6512994.17
|
|
Democratic Republic of the Congo
|
6431144.64
|
|
South Korea
|
6106024.30
|
|
Malawi
|
5909034.14
|
|
Thailand
|
5859679.21
|
|
Morocco
|
5308544.97
|
|
Saudi Arabia
|
5273901.52
|
|
Poland
|
4970836.01
|
|
Bolivia
|
4967727.60
|
|
Peru
|
4873706.15
|
|
Malaysia
|
4759302.92
|
|
Italy
|
4414507.59
|
|
France
|
4389764.53
|
|
Israel
|
4387643.49
|
|
Chile
|
4357447.42
|
|
Turkmenistan
|
4321504.17
|
|
Serbia
|
4125800.57
|
|
Namibia
|
4090618.46
|
|
United Arab Emirates
|
4014718.12
|
|
Niger
|
3818940.75
|
|
Spain
|
3792278.70
|
|
Ecuador
|
3778043.68
|
|
Guinea
|
3708117.56
|
|
Georgia
|
3658782.68
|
|
Romania
|
3551011.01
|
|
Bosnia and Herzegovina
|
3413626.44
|
|
Cote D’Ivoire
|
3407828.81
|
|
Ghana
|
3319044.00
|
|
Swaziland
|
3243412.82
|
|
Lebanon
|
3169437.31
|
|
Uzbekistan
|
3125791.50
|
|
Sri Lanka
|
2954094.43
|
|
United Kingdom
|
2922808.99
|
|
Senegal
|
2803271.13
|
|
Czech Republic
|
2745265.02
|
|
Haiti
|
2708188.46
|
|
Greece
|
2676151.66
|
|
Canada
|
2625788.35
|
|
Guatemala
|
2590806.79
|
|
El Salvador
|
2563818.62
|
|
Austria
|
2552914.51
|
|
Cambodia
|
2541637.92
|
|
Azerbaijan
|
2531725.73
|
|
Hungary
|
2524617.25
|
|
Tunisia
|
2494449.28
|
|
Slovakia
|
2430694.10
|
|
Dominican Republic
|
2425665.10
|
|
Panama
|
2414682.47
|
|
Rwanda
|
2335676.89
|
|
Croatia
|
2324455.39
|
|
Mali
|
2315403.66
|
|
Bulgaria
|
2307618.04
|
|
Madagascar
|
2300463.67
|
|
Macedonia
|
2244472.30
|
|
Belarus
|
2145937.78
|
|
Australia
|
2145161.02
|
|
Belgium
|
2053183.05
|
|
Honduras
|
2043884.31
|
|
Hong Kong
|
2034604.24
|
|
Algeria
|
2017587.89
|
|
Nicaragua
|
1980413.12
|
|
Albania
|
1941939.89
|
|
Sudan
|
1924348.86
|
|
Paraguay
|
1854881.44
|
|
Armenia
|
1852373.85
|
|
Burkina Faso
|
1840028.92
|
|
Costa Rica
|
1834377.43
|
|
Burundi
|
1812193.60
|
|
Benin
|
1811370.46
|
|
Singapore
|
1802778.06
|
|
Lesotho
|
1802047.47
|
|
Uruguay
|
1743698.21
|
|
Mauritania
|
1711503.69
|
|
Qatar
|
1705046.58
|
|
Laos
|
1647817.34
|
|
Mongolia
|
1588400.85
|
|
Bahrain
|
1584505.99
|
|
Liberia
|
1573317.60
|
|
Portugal
|
1561476.11
|
|
Togo
|
1507192.65
|
|
Moldova
|
1488872.03
|
|
Somalia
|
1444892.58
|
|
Angola
|
1415710.65
|
|
Netherlands
|
1375275.63
|
|
Kuwait
|
1357506.27
|
|
Jamaica
|
1288132.17
|
|
Chad
|
1226122.62
|
|
Estonia
|
1220913.19
|
|
Lithuania
|
1210177.54
|
|
New Zealand
|
1188092.93
|
|
Latvia
|
1162891.99
|
|
Slovenia
|
1074639.66
|
|
Gambia, The
|
1070937.48
|
|
Fiji
|
1058447.58
|
|
Oman
|
1015347.58
|
|
Eritrea
|
1002227.62
|
|
Sweden
|
1000705.72
|
|
Sierra Leone
|
980270.65
|
|
Mauritius
|
962772.95
|
|
Cyprus
|
942755.97
|
|
Finland
|
928833.29
|
|
Trinidad and Tobago
|
916546.70
|
|
Montenegro
|
897753.97
|
|
Barbados
|
873100.86
|
|
Libya
|
799384.42
|
|
Denmark
|
758875.19
|
|
Djibouti
|
711162.41
|
|
Norway
|
688810.22
|
|
Ireland
|
589299.89
|
|
Papua New Guinea
|
576547.62
|
|
Switzerland
|
554592.43
|
|
Brunei
|
526819.13
|
|
Equatorial Guinea
|
491611.39
|
|
Republic of Congo
|
490810.33
|
|
Gabon
|
424016.76
|
|
Cape Verde
|
387602.84
|
|
Suriname
|
354394.19
|
|
East Timor
|
321197.63
|
|
Iceland
|
317098.01
|
|
Luxembourg
|
316929.48
|
|
Bahamas, The
|
302711.54
|
|
South Sudan
|
273623.31
|
|
Malta
|
244672.63
|
|
Guyana
|
241908.00
|
|
Central African Republic
|
236963.36
|
|
Belize
|
200790.42
|
|
Guinea-Bissau
|
183352.99
|
|
Samoa
|
94361.35
|
|
Marshall Islands
|
77839.16
|
|
Micronesia
|
67337.41
|
|
Palau
|
18396.91
|
|
Cuba
|
NA
|
|
Venezuela
|
NA
|
|
Syria
|
NA
|
|
Yemen
|
NA
|
|
|
country
|
budget_pc
|
|
Botswana
|
4.6276
|
|
Barbados
|
3.0842
|
|
Afghanistan
|
1.6933
|
|
Swaziland
|
1.2592
|
|
Marshall Islands
|
1.1771
|
|
Iceland
|
1.0642
|
|
Zimbabwe
|
1.0075
|
|
Palestinian Territories
|
0.9673
|
|
Namibia
|
0.8707
|
|
Palau
|
0.8059
|
|
Cyprus
|
0.6841
|
|
Bahamas, The
|
0.6839
|
|
Montenegro
|
0.6426
|
|
Luxembourg
|
0.6188
|
|
Brunei
|
0.6105
|
|
Estonia
|
0.6012
|
|
Mozambique
|
0.5793
|
|
Fiji
|
0.5588
|
|
Israel
|
0.5446
|
|
Bahrain
|
0.5370
|
|
Micronesia
|
0.5366
|
|
Cape Verde
|
0.4324
|
|
Turkmenistan
|
0.4321
|
|
Trinidad and Tobago
|
0.4252
|
|
Kenya
|
0.4239
|
|
Bosnia and Herzegovina
|
0.4232
|
|
Djibouti
|
0.4210
|
|
Qatar
|
0.4171
|
|
Kyrgyzstan
|
0.4149
|
|
Macedonia
|
0.4092
|
|
Malta
|
0.4061
|
|
Uruguay
|
0.3978
|
|
Jordan
|
0.3931
|
|
Mauritius
|
0.3883
|
|
Slovenia
|
0.3786
|
|
Georgia
|
0.3729
|
|
Latvia
|
0.3565
|
|
Iraq
|
0.3539
|
|
Lesotho
|
0.3479
|
|
Belize
|
0.3453
|
|
Suriname
|
0.3255
|
|
Samoa
|
0.3215
|
|
Tajikistan
|
0.3204
|
|
Panama
|
0.3203
|
|
Croatia
|
0.3131
|
|
Zambia
|
0.3054
|
|
Austria
|
0.2931
|
|
New Zealand
|
0.2911
|
|
Slovakia
|
0.2675
|
|
Albania
|
0.2531
|
|
Serbia
|
0.2412
|
|
United Arab Emirates
|
0.2398
|
|
Lebanon
|
0.2397
|
|
Costa Rica
|
0.2391
|
|
Jamaica
|
0.2347
|
|
Armenia
|
0.2339
|
|
Equatorial Guinea
|
0.2335
|
|
Kazakhstan
|
0.2293
|
|
Lithuania
|
0.2244
|
|
Kuwait
|
0.2141
|
|
Singapore
|
0.2081
|
|
South Africa
|
0.1999
|
|
Hong Kong
|
0.1918
|
|
Finland
|
0.1895
|
|
Mongolia
|
0.1882
|
|
Bolivia
|
0.1876
|
|
Pakistan
|
0.1872
|
|
El Salvador
|
0.1871
|
|
Greece
|
0.1845
|
|
Norway
|
0.1828
|
|
Moldova
|
0.1820
|
|
Belgium
|
0.1801
|
|
Liberia
|
0.1744
|
|
Denmark
|
0.1626
|
|
Mauritania
|
0.1574
|
|
Czech Republic
|
0.1478
|
|
Gambia, The
|
0.1468
|
|
Chile
|
0.1463
|
|
Guyana
|
0.1449
|
|
Paraguay
|
0.1390
|
|
Guinea
|
0.1343
|
|
Cameroon
|
0.1327
|
|
Bulgaria
|
0.1327
|
|
Hungary
|
0.1318
|
|
Gabon
|
0.1310
|
|
Ireland
|
0.1273
|
|
Sweden
|
0.1216
|
|
Oman
|
0.1211
|
|
Tanzania
|
0.1204
|
|
Ecuador
|
0.1194
|
|
Nicaragua
|
0.1168
|
|
Malawi
|
0.1156
|
|
Haiti
|
0.1150
|
|
East Timor
|
0.1147
|
|
Australia
|
0.1128
|
|
Azerbaijan
|
0.1112
|
|
Dominican Republic
|
0.1084
|
|
Portugal
|
0.1068
|
|
Honduras
|
0.1047
|
|
Ethiopia
|
0.1012
|
|
Togo
|
0.0943
|
|
Argentina
|
0.0923
|
|
South Korea
|
0.0923
|
|
Belarus
|
0.0920
|
|
Niger
|
0.0908
|
|
Senegal
|
0.0904
|
|
Uganda
|
0.0895
|
|
Switzerland
|
0.0877
|
|
Germany
|
0.0872
|
|
Peru
|
0.0869
|
|
Tunisia
|
0.0861
|
|
Rwanda
|
0.0850
|
|
Venezuela
|
0.0843
|
|
Netherlands
|
0.0810
|
|
Romania
|
0.0803
|
|
Colombia
|
0.0783
|
|
Laos
|
0.0782
|
|
Canada
|
0.0764
|
|
Guatemala
|
0.0764
|
|
Benin
|
0.0743
|
|
Japan
|
0.0721
|
|
Cote D’Ivoire
|
0.0696
|
|
Saudi Arabia
|
0.0693
|
|
Morocco
|
0.0690
|
|
Malaysia
|
0.0679
|
|
Poland
|
0.0678
|
|
Spain
|
0.0664
|
|
Ukraine
|
0.0660
|
|
Italy
|
0.0660
|
|
France
|
0.0657
|
|
Nepal
|
0.0648
|
|
Republic of Congo
|
0.0611
|
|
Burundi
|
0.0603
|
|
Burma
|
0.0598
|
|
Mali
|
0.0561
|
|
Cambodia
|
0.0529
|
|
Yemen
|
0.0529
|
|
Libya
|
0.0526
|
|
Papua New Guinea
|
0.0522
|
|
Sierra Leone
|
0.0517
|
|
Chad
|
0.0506
|
|
United Kingdom
|
0.0481
|
|
Turkey
|
0.0478
|
|
Mexico
|
0.0477
|
|
Brazil
|
0.0470
|
|
Democratic Republic of the Congo
|
0.0462
|
|
Burkina Faso
|
0.0454
|
|
Guinea-Bissau
|
0.0454
|
|
Sri Lanka
|
0.0447
|
|
Vietnam
|
0.0433
|
|
Cuba
|
0.0418
|
|
Ghana
|
0.0408
|
|
Somalia
|
0.0401
|
|
Uzbekistan
|
0.0381
|
|
Nigeria
|
0.0380
|
|
Russia
|
0.0379
|
|
Angola
|
0.0322
|
|
Egypt
|
0.0321
|
|
Madagascar
|
0.0308
|
|
Thailand
|
0.0305
|
|
Central African Republic
|
0.0290
|
|
Philippines
|
0.0256
|
|
Indonesia
|
0.0216
|
|
South Sudan
|
0.0212
|
|
Algeria
|
0.0203
|
|
Sudan
|
0.0169
|
|
Bangladesh
|
0.0130
|
|
Syria
|
0.0114
|
|
India
|
0.0079
|
|
China
|
0.0057
|
|
Eritrea
|
NA
|
|
|
country
|
ppp_budget_pc
|
|
Barbados
|
3.3512
|
|
Botswana
|
2.2088
|
|
Iceland
|
1.2627
|
|
Marshall Islands
|
1.0991
|
|
Luxembourg
|
0.7259
|
|
Palau
|
0.6719
|
|
Bahamas, The
|
0.6184
|
|
Cyprus
|
0.6178
|
|
Israel
|
0.5998
|
|
Palestinian Territories
|
0.5885
|
|
Swaziland
|
0.5781
|
|
Zimbabwe
|
0.5534
|
|
Afghanistan
|
0.5023
|
|
Micronesia
|
0.4961
|
|
Namibia
|
0.4550
|
|
Estonia
|
0.4203
|
|
New Zealand
|
0.3480
|
|
Mozambique
|
0.3428
|
|
Uruguay
|
0.3332
|
|
Malta
|
0.3164
|
|
Brunei
|
0.3130
|
|
Austria
|
0.3107
|
|
Montenegro
|
0.3089
|
|
Slovenia
|
0.2969
|
|
Trinidad and Tobago
|
0.2902
|
|
Fiji
|
0.2761
|
|
Qatar
|
0.2710
|
|
Cape Verde
|
0.2699
|
|
Norway
|
0.2692
|
|
Bahrain
|
0.2626
|
|
Turkmenistan
|
0.2550
|
|
Djibouti
|
0.2419
|
|
Latvia
|
0.2354
|
|
Finland
|
0.2281
|
|
Samoa
|
0.2273
|
|
Belize
|
0.2266
|
|
Mauritius
|
0.2133
|
|
Denmark
|
0.2123
|
|
Bosnia and Herzegovina
|
0.1973
|
|
Croatia
|
0.1930
|
|
Belgium
|
0.1912
|
|
Kenya
|
0.1846
|
|
Panama
|
0.1790
|
|
Suriname
|
0.1786
|
|
Jordan
|
0.1769
|
|
Slovakia
|
0.1723
|
|
Iraq
|
0.1691
|
|
Macedonia
|
0.1674
|
|
Costa Rica
|
0.1614
|
|
Sweden
|
0.1546
|
|
Georgia
|
0.1527
|
|
Zambia
|
0.1521
|
|
Australia
|
0.1504
|
|
Greece
|
0.1496
|
|
Lesotho
|
0.1482
|
|
United Arab Emirates
|
0.1425
|
|
Singapore
|
0.1419
|
|
Hong Kong
|
0.1411
|
|
Ireland
|
0.1383
|
|
Kuwait
|
0.1346
|
|
Equatorial Guinea
|
0.1344
|
|
Jamaica
|
0.1328
|
|
Lithuania
|
0.1318
|
|
Kyrgyzstan
|
0.1240
|
|
Switzerland
|
0.1228
|
|
Lebanon
|
0.1226
|
|
Kazakhstan
|
0.1188
|
|
Serbia
|
0.1086
|
|
Tajikistan
|
0.1071
|
|
Albania
|
0.1029
|
|
South Africa
|
0.1027
|
|
Chile
|
0.0942
|
|
Armenia
|
0.0929
|
|
El Salvador
|
0.0929
|
|
Liberia
|
0.0910
|
|
Czech Republic
|
0.0905
|
|
Germany
|
0.0889
|
|
Netherlands
|
0.0869
|
|
Canada
|
0.0851
|
|
Gabon
|
0.0824
|
|
Portugal
|
0.0820
|
|
Bolivia
|
0.0819
|
|
South Korea
|
0.0764
|
|
Paraguay
|
0.0743
|
|
Hungary
|
0.0733
|
|
Guyana
|
0.0715
|
|
Mongolia
|
0.0708
|
|
France
|
0.0704
|
|
Japan
|
0.0701
|
|
Moldova
|
0.0686
|
|
Ecuador
|
0.0650
|
|
Italy
|
0.0648
|
|
Cameroon
|
0.0643
|
|
Oman
|
0.0628
|
|
Mauritania
|
0.0615
|
|
Bulgaria
|
0.0595
|
|
Guinea
|
0.0586
|
|
Spain
|
0.0583
|
|
Argentina
|
0.0578
|
|
Haiti
|
0.0557
|
|
United Kingdom
|
0.0553
|
|
Tanzania
|
0.0553
|
|
Pakistan
|
0.0553
|
|
Dominican Republic
|
0.0532
|
|
East Timor
|
0.0520
|
|
Honduras
|
0.0519
|
|
Peru
|
0.0504
|
|
Azerbaijan
|
0.0503
|
|
Colombia
|
0.0477
|
|
Nicaragua
|
0.0457
|
|
Togo
|
0.0455
|
|
Niger
|
0.0449
|
|
Senegal
|
0.0446
|
|
Gambia, The
|
0.0440
|
|
Papua New Guinea
|
0.0405
|
|
Belarus
|
0.0404
|
|
Malawi
|
0.0398
|
|
Romania
|
0.0390
|
|
Republic of Congo
|
0.0389
|
|
Poland
|
0.0380
|
|
Ethiopia
|
0.0379
|
|
Uganda
|
0.0379
|
|
Guatemala
|
0.0372
|
|
Rwanda
|
0.0370
|
|
Brazil
|
0.0362
|
|
Tunisia
|
0.0355
|
|
Cote D’Ivoire
|
0.0347
|
|
Benin
|
0.0339
|
|
Morocco
|
0.0331
|
|
Malaysia
|
0.0312
|
|
Chad
|
0.0308
|
|
Saudi Arabia
|
0.0304
|
|
Mexico
|
0.0289
|
|
Laos
|
0.0266
|
|
Democratic Republic of the Congo
|
0.0265
|
|
Mali
|
0.0248
|
|
Turkey
|
0.0241
|
|
Libya
|
0.0238
|
|
Nigeria
|
0.0214
|
|
Burundi
|
0.0213
|
|
Angola
|
0.0213
|
|
Burkina Faso
|
0.0213
|
|
Russia
|
0.0208
|
|
Sierra Leone
|
0.0207
|
|
Guinea-Bissau
|
0.0205
|
|
Ukraine
|
0.0191
|
|
South Sudan
|
0.0188
|
|
Nepal
|
0.0186
|
|
Cambodia
|
0.0182
|
|
Central African Republic
|
0.0171
|
|
Somalia
|
0.0161
|
|
Burma
|
0.0161
|
|
Uzbekistan
|
0.0154
|
|
Vietnam
|
0.0153
|
|
Sri Lanka
|
0.0152
|
|
Ghana
|
0.0147
|
|
Thailand
|
0.0117
|
|
Philippines
|
0.0109
|
|
Madagascar
|
0.0105
|
|
Egypt
|
0.0100
|
|
Algeria
|
0.0086
|
|
Indonesia
|
0.0073
|
|
Sudan
|
0.0061
|
|
Bangladesh
|
0.0043
|
|
China
|
0.0035
|
|
India
|
0.0024
|
|
Cuba
|
NA
|
|
Venezuela
|
NA
|
|
Eritrea
|
NA
|
|
Syria
|
NA
|
|
Yemen
|
NA
|
|
|
country
|
ppp_budget_pc_const
|
|
Barbados
|
3.6190
|
|
Botswana
|
2.3854
|
|
Iceland
|
1.3636
|
|
Marshall Islands
|
1.1870
|
|
Luxembourg
|
0.7839
|
|
Palau
|
0.7256
|
|
Bahamas, The
|
0.6678
|
|
Cyprus
|
0.6672
|
|
Israel
|
0.6477
|
|
Palestinian Territories
|
0.6355
|
|
Swaziland
|
0.6243
|
|
Zimbabwe
|
0.5976
|
|
Afghanistan
|
0.5424
|
|
Micronesia
|
0.5357
|
|
Namibia
|
0.4914
|
|
Estonia
|
0.4539
|
|
New Zealand
|
0.3758
|
|
Mozambique
|
0.3702
|
|
Uruguay
|
0.3598
|
|
Malta
|
0.3417
|
|
Brunei
|
0.3381
|
|
Austria
|
0.3355
|
|
Montenegro
|
0.3335
|
|
Slovenia
|
0.3207
|
|
Trinidad and Tobago
|
0.3134
|
|
Fiji
|
0.2981
|
|
Qatar
|
0.2927
|
|
Cape Verde
|
0.2915
|
|
Norway
|
0.2907
|
|
Bahrain
|
0.2836
|
|
Turkmenistan
|
0.2754
|
|
Djibouti
|
0.2612
|
|
Latvia
|
0.2542
|
|
Finland
|
0.2464
|
|
Samoa
|
0.2455
|
|
Belize
|
0.2447
|
|
Mauritius
|
0.2303
|
|
Denmark
|
0.2293
|
|
Bosnia and Herzegovina
|
0.2130
|
|
Croatia
|
0.2084
|
|
Belgium
|
0.2065
|
|
Kenya
|
0.1994
|
|
Panama
|
0.1933
|
|
Suriname
|
0.1929
|
|
Jordan
|
0.1910
|
|
Slovakia
|
0.1860
|
|
Iraq
|
0.1827
|
|
Macedonia
|
0.1807
|
|
Costa Rica
|
0.1743
|
|
Sweden
|
0.1670
|
|
Georgia
|
0.1649
|
|
Zambia
|
0.1642
|
|
Australia
|
0.1625
|
|
Greece
|
0.1615
|
|
Lesotho
|
0.1600
|
|
United Arab Emirates
|
0.1539
|
|
Singapore
|
0.1532
|
|
Hong Kong
|
0.1524
|
|
Ireland
|
0.1494
|
|
Kuwait
|
0.1454
|
|
Equatorial Guinea
|
0.1451
|
|
Jamaica
|
0.1434
|
|
Lithuania
|
0.1423
|
|
Kyrgyzstan
|
0.1339
|
|
Switzerland
|
0.1326
|
|
Lebanon
|
0.1324
|
|
Kazakhstan
|
0.1283
|
|
Serbia
|
0.1173
|
|
Tajikistan
|
0.1157
|
|
Albania
|
0.1112
|
|
South Africa
|
0.1109
|
|
Chile
|
0.1017
|
|
Armenia
|
0.1003
|
|
El Salvador
|
0.1003
|
|
Liberia
|
0.0983
|
|
Czech Republic
|
0.0977
|
|
Germany
|
0.0960
|
|
Netherlands
|
0.0939
|
|
Canada
|
0.0919
|
|
Gabon
|
0.0890
|
|
Portugal
|
0.0885
|
|
Bolivia
|
0.0885
|
|
South Korea
|
0.0825
|
|
Paraguay
|
0.0802
|
|
Hungary
|
0.0792
|
|
Guyana
|
0.0772
|
|
Mongolia
|
0.0764
|
|
France
|
0.0760
|
|
Japan
|
0.0757
|
|
Moldova
|
0.0741
|
|
Ecuador
|
0.0702
|
|
Italy
|
0.0699
|
|
Cameroon
|
0.0694
|
|
Oman
|
0.0678
|
|
Mauritania
|
0.0664
|
|
Bulgaria
|
0.0643
|
|
Guinea
|
0.0633
|
|
Spain
|
0.0630
|
|
Argentina
|
0.0625
|
|
Haiti
|
0.0601
|
|
United Kingdom
|
0.0598
|
|
Tanzania
|
0.0597
|
|
Pakistan
|
0.0597
|
|
Dominican Republic
|
0.0574
|
|
East Timor
|
0.0561
|
|
Honduras
|
0.0560
|
|
Peru
|
0.0544
|
|
Azerbaijan
|
0.0543
|
|
Colombia
|
0.0516
|
|
Nicaragua
|
0.0494
|
|
Togo
|
0.0492
|
|
Niger
|
0.0485
|
|
Senegal
|
0.0481
|
|
Gambia, The
|
0.0475
|
|
Papua New Guinea
|
0.0437
|
|
Belarus
|
0.0436
|
|
Malawi
|
0.0429
|
|
Romania
|
0.0422
|
|
Republic of Congo
|
0.0420
|
|
Poland
|
0.0410
|
|
Ethiopia
|
0.0409
|
|
Uganda
|
0.0409
|
|
Guatemala
|
0.0402
|
|
Rwanda
|
0.0400
|
|
Brazil
|
0.0391
|
|
Tunisia
|
0.0383
|
|
Cote D’Ivoire
|
0.0375
|
|
Benin
|
0.0366
|
|
Morocco
|
0.0358
|
|
Malaysia
|
0.0337
|
|
Chad
|
0.0332
|
|
Saudi Arabia
|
0.0329
|
|
Mexico
|
0.0312
|
|
Laos
|
0.0287
|
|
Democratic Republic of the Congo
|
0.0286
|
|
Mali
|
0.0268
|
|
Turkey
|
0.0261
|
|
Libya
|
0.0257
|
|
Nigeria
|
0.0231
|
|
Burundi
|
0.0230
|
|
Angola
|
0.0230
|
|
Burkina Faso
|
0.0230
|
|
Russia
|
0.0224
|
|
Sierra Leone
|
0.0223
|
|
Guinea-Bissau
|
0.0222
|
|
Ukraine
|
0.0206
|
|
South Sudan
|
0.0203
|
|
Nepal
|
0.0201
|
|
Cambodia
|
0.0196
|
|
Central African Republic
|
0.0184
|
|
Somalia
|
0.0174
|
|
Burma
|
0.0174
|
|
Uzbekistan
|
0.0166
|
|
Vietnam
|
0.0165
|
|
Sri Lanka
|
0.0164
|
|
Ghana
|
0.0159
|
|
Thailand
|
0.0127
|
|
Philippines
|
0.0118
|
|
Madagascar
|
0.0114
|
|
Egypt
|
0.0108
|
|
Algeria
|
0.0092
|
|
Indonesia
|
0.0079
|
|
Sudan
|
0.0066
|
|
Bangladesh
|
0.0047
|
|
China
|
0.0038
|
|
India
|
0.0026
|
|
Cuba
|
NA
|
|
Venezuela
|
NA
|
|
Eritrea
|
NA
|
|
Syria
|
NA
|
|
Yemen
|
NA
|
|
library(troopdata)
troops_us <- get_troopdata(startyear = 2013, endyear = 2020)
the_df <- merge(the_df, troops_us, by.x = c("cow_code", "year"), by.y = c("ccode", "year"), all.x = TRUE)
us_base_df <-read.csv("C:/Users/Paula/Desktop/PD_original_datasets/Bases.csv")
us_base_df %>%
filter(base == 1) %>%
group_by(Country.Name) %>%
count() %>%
arrange(desc(n)) %>%
filter(n > 2) %>%
kbl() %>%
kable_paper("striped",
full_width = F)
|
Country.Name
|
n
|
|
Japan
|
42
|
|
Germany
|
40
|
|
Korea, South
|
30
|
|
Puerto Rico
|
19
|
|
United Kingdom
|
16
|
|
Italy
|
14
|
|
Afghanistan
|
9
|
|
Kuwait
|
9
|
|
Marshall Islands
|
6
|
|
Oman
|
6
|
|
Turkey
|
6
|
|
Belgium
|
5
|
|
Qatar
|
5
|
|
Bahrain
|
4
|
|
Australia
|
3
|
|
Guam
|
3
|
|
Northern Mariana Islands
|
3
|
|
Romania
|
3
|
|
United Arab Emirates
|
3
|
us_base_df %>%
filter(lilypad == 1) %>%
group_by(Country.Name) %>%
count() %>%
arrange(desc(n)) %>%
filter(n > 2) %>%
kbl() %>%
kable_paper("striped",
full_width = F)
|
Country.Name
|
n
|
|
Saudi Arabia
|
9
|
|
Syria
|
8
|
|
Israel
|
6
|
|
Pakistan
|
6
|
|
Philippines
|
6
|
|
Colombia
|
4
|
|
Germany
|
4
|
|
Netherlands
|
4
|
|
Bulgaria
|
3
|
|
Cameroon
|
3
|
|
Peru
|
3
|
us_base_df %>%
group_by(Country.Name) %>%
count() %>%
arrange(desc(n)) %>%
filter(n > 5) %>%
kbl() %>%
kable_paper("striped",
full_width = F)
|
Country.Name
|
n
|
|
Germany
|
44
|
|
Japan
|
42
|
|
Korea, South
|
32
|
|
Puerto Rico
|
19
|
|
United Kingdom
|
16
|
|
Italy
|
15
|
|
Syria
|
10
|
|
Afghanistan
|
9
|
|
Honduras
|
9
|
|
Kuwait
|
9
|
|
Saudi Arabia
|
9
|
|
Belize
|
8
|
|
Guatemala
|
7
|
|
Belgium
|
6
|
|
Israel
|
6
|
|
Marshall Islands
|
6
|
|
Netherlands
|
6
|
|
Oman
|
6
|
|
Pakistan
|
6
|
|
Panama
|
6
|
|
Philippines
|
6
|
|
Turkey
|
6
|
war_on_terror <- c("Afghanistan", "Yemen", "Syria", "Iraq", "Pakistan")
the_df %<>%
dplyr::mutate(war_on_terror = ifelse(country %in% war_on_terror, 1, 0))
Drone attacks
# drone_wars <- read.csv("C:/Users/Paula/Desktop/drone_war.csv")
# substrRight <- function(x, n){
# substr(x, nchar(x)-n+1, nchar(x)) }
# drone_wars$year <- as.numeric(substrRight(drone_wars$Date..MM.DD.YYYY., 4))
# drone_wars %<>%
# mutate(Country = ifelse(grepl('Afghanistan', Country), 'Afghanistan', as.character(Country)))
# drone_wars %>%
# clean_names() %>%
# group_by(country) %>%
# summarise(sum_drone = n()) %>%
# arrange(desc(sum_drone)) %>%
# ggplot(aes(x = reorder(country, sum_drone),
# y = sum_drone,
# fill = as.factor(country))) +
# geom_bar(stat = "identity") +
# coord_flip() +
# scale_fill_manual(values = c("#9b2226","#0a9396","#94d2bd","#ee9b00"),
# name = NULL) +
# theme(axis.text.y = element_text(size = 10),
# axis.title.y = element_blank(),
# legend.position = "bottom") +
# xlab("country") +
# ylab("Total drone strikes") +
# ggthemes::theme_pander()
# drone_wars %>%
# clean_names() %>%
# group_by(country, year) %>%
# summarise(sum_drone = n()) -> drone_sum
# drone_sum$cow_code <- countrycode(drone_sum$country, "country.name", "cown")
#
# the_df <- merge(the_df, drone_sum, by = c("cow_code", "year"), all.x = TRUE)
# the_df$sum_drone[is.na(the_df$sum_drone)] <- 0
# the_df %>%
# select(country,
# year,
# sum_drone.x) %>%
# arrange(desc(sum_drone))
# the_df %>%
# mutate(drones_binary = ifelse(sum_drone > 0, 1, 0)) %>%
# mutate(drones_binary = as.factor(drones_binary)) %>%
# group_by(country.x) %>%
# # filter(country.x == "Afghanistan" | country.x == "Somalia" | country.x == "Yemen" | country.x == "Pakistan" ) %>%
# ggplot(aes(budget)) +
# # geom_smooth(method = "lm", aes(color = as.factor(region_6)), se = FALSE) +
# geom_histogram() +
# # scale_shape_manual(values = c(15,16,17,18,19,10),
# # name = NULL) +
# facet_wrap(~drones_binary) +
# ggtitle("Drone attacks and PD spending") +
# ylab("Logged PD budget per capita") +
# theme(legend.position = "left") +
# ggthemes::theme_pander()
the_df %>%
group_by(president, cow_code) %>%
mutate(pres_pd_budget_pc = sum(budget_pc_const, na.rm = TRUE)) %>%
mutate(pres_pd_budget = sum(budget_const, na.rm = TRUE)) %>%
mutate(pres_avg_pd_budget_pc = mean(budget_pc_const, na.rm = TRUE)) %>%
mutate(pres_avg_pd_budget = mean(budget_const, na.rm = TRUE)) %>%
mutate(pres_ppp_budget = sum(ppp_budget, na.rm = TRUE)) %>%
mutate(pres_ppp_budget_pc = sum(ppp_budget_pc, na.rm = TRUE)) %>%
mutate(pres_ppp_budget_const = sum(ppp_budget_const, na.rm = TRUE)) %>%
mutate(pres_ppp_budget_pc_const = sum(ppp_budget_pc_const, na.rm = TRUE)) %>%
mutate(pres_avg_polity = mean(polity_index, na.rm = TRUE)) %>%
mutate(pres_avg_elect = mean(electoral_demo, na.rm = TRUE)) %>%
mutate(pres_avg_gdp = mean(gdp_const, na.rm = TRUE)) %>%
mutate(pres_avg_gdp_pc = mean(gdp_pc_const, na.rm = TRUE)) %>%
mutate(pres_avg_pop = mean(pop, na.rm = TRUE)) %>%
mutate(pres_avg_un_dist = mean(ideal_point_distance, na.rm = TRUE)) %>%
mutate(pres_avg_pol_rights = mean(pol_right_fh, na.rm = TRUE)) %>%
mutate(pres_avg_civ_lib = mean(civ_lib_fh, na.rm = TRUE)) %>%
mutate(pres_avg_mil_exp = mean(mil_exp_gdp, na.rm = TRUE)) %>%
mutate(pres_avg_trade_dep_us = mean(us_trade_dependence, na.rm = TRUE)) %>%
mutate(pres_avg_us_exp = mean(us_exports_pc, na.rm = TRUE)) %>%
mutate(pres_sum_us_exp = sum(us_exports_pc, na.rm = TRUE)) %>%
mutate(pres_avg_us_imp = mean(us_imports_pc, na.rm = TRUE)) %>%
mutate(pres_sum_us_imp = sum(us_imports_pc, na.rm = TRUE)) %>%
mutate(pres_avg_trade_open = mean(trade_openess, na.rm = TRUE)) %>%
mutate(pres_avg_ethno_frac = mean(ethno_frac, na.rm = TRUE)) %>%
mutate(pres_avg_mus_perc = mean(muslim_percent, na.rm = TRUE)) %>%
mutate(pres_avg_us_troops = mean(troops, na.rm = TRUE)) %>%
mutate(pres_sum_us_troops = sum(troops, na.rm = TRUE)) %>%
mutate(pres_avg_suicide = mean(sum_suicides, na.rm = TRUE)) %>%
mutate(pres_sum_suicide = sum(sum_suicides, na.rm = TRUE)) %>%
mutate(pres_avg_cso_repress = mean(cso_repress, na.rm = TRUE)) %>%
mutate(pres_avg_mountain = mean(mountainous, na.rm = TRUE)) %>%
distinct(pres_pd_budget_pc, .keep_all = TRUE) %>%
filter(!is.na(president)) %>%
select(president,
year,
country,
region_6,
pres_ppp_budget,
pres_ppp_budget_pc,
pres_ppp_budget_const,
pres_ppp_budget_pc_const,
pres_avg_pd_budget_pc,
pres_avg_pd_budget,
pres_pd_budget_pc,
pres_pd_budget,
pres_avg_polity,
pres_avg_elect,
pres_avg_us_troops,
pres_sum_us_troops,
pres_avg_pol_rights,
pres_avg_civ_lib,
pres_avg_gdp,
pres_avg_gdp_pc,
pres_avg_pop,
pres_avg_mil_exp,
pres_avg_un_dist,
pres_avg_trade_dep_us,
pres_avg_us_exp,
pres_sum_us_exp,
pres_avg_us_imp,
pres_sum_us_imp,
pres_avg_trade_open,
pres_avg_ethno_frac,
pres_avg_mus_perc,
pres_avg_cso_repress,
pres_avg_mountain,
defense_pact_us,
pres_avg_suicide,
pres_sum_suicide,
dist_moscow = dist_soto_moscow,
dist_dc = dist_to_wash_dc,
dist_beijing = dist_to_beijing) %>%
ungroup() -> pd_pres
pooling_model1 <-lm(log(pres_ppp_budget + 1) ~
log(pres_avg_gdp_pc) +
log(pres_avg_pop) +
pres_avg_mus_perc +
log(pres_avg_us_exp + 1) +
# pres_avg_un_dist +
log(pres_sum_suicide + 1) +
pres_avg_elect +
# I(pres_avg_elect^2) +
log(pres_sum_us_troops + 1) +
# as.factor(region_6) +
as.factor(president),
data = pd_pres)
pooling_model2 <-lm(log(pres_ppp_budget_pc + 1) ~
log(pres_avg_gdp_pc) +
log(pres_avg_pop) +
pres_avg_mus_perc +
log(pres_avg_us_exp + 1) +
# pres_avg_un_dist +
log(pres_sum_suicide + 1) +
pres_avg_elect +
# I(pres_avg_elect^2) +
log(pres_sum_us_troops + 1) +
# as.factor(region_6) +
as.factor(president),
data = pd_pres)
stargazer(pooling_model1, pooling_model2,
type = "html")
|
|
|
|
Dependent variable:
|
|
|
|
|
|
log(pres_ppp_budget + 1)
|
log(pres_ppp_budget_pc + 1)
|
|
|
(1)
|
(2)
|
|
|
|
log(pres_avg_gdp_pc)
|
-0.210
|
0.057***
|
|
|
(0.149)
|
(0.018)
|
|
|
|
|
|
log(pres_avg_pop)
|
0.460***
|
-0.150***
|
|
|
(0.095)
|
(0.012)
|
|
|
|
|
|
pres_avg_mus_perc
|
0.910**
|
-0.020
|
|
|
(0.435)
|
(0.053)
|
|
|
|
|
|
log(pres_avg_us_exp + 1)
|
0.067
|
0.007
|
|
|
(0.107)
|
(0.013)
|
|
|
|
|
|
log(pres_sum_suicide + 1)
|
0.068
|
0.052***
|
|
|
(0.115)
|
(0.014)
|
|
|
|
|
|
pres_avg_elect
|
1.491**
|
0.123*
|
|
|
(0.588)
|
(0.072)
|
|
|
|
|
|
log(pres_sum_us_troops + 1)
|
0.025
|
0.004
|
|
|
(0.061)
|
(0.007)
|
|
|
|
|
|
as.factor(president)Trump
|
-0.599**
|
-0.180***
|
|
|
(0.238)
|
(0.029)
|
|
|
|
|
|
Constant
|
9.198***
|
2.235***
|
|
|
(1.864)
|
(0.229)
|
|
|
|
|
|
|
|
Observations
|
299
|
299
|
|
R2
|
0.173
|
0.557
|
|
Adjusted R2
|
0.150
|
0.545
|
|
Residual Std. Error (df = 290)
|
2.035
|
0.250
|
|
F Statistic (df = 8; 290)
|
7.588***
|
45.545***
|
|
|
|
Note:
|
p<0.1; p<0.05; p<0.01
|
pd_pres %>%
filter(pres_avg_un_dist < 2.8) -> high_un
pd_pres %>%
filter(pres_avg_un_dist >= 2.8) -> low_un
high_pc <-lm(log(pres_ppp_budget_pc + 1) ~
log(pres_avg_gdp_pc) +
log(pres_avg_pop) +
pres_avg_mus_perc +
log(pres_avg_us_exp + 1) +
# pres_avg_un_dist +
log(pres_sum_suicide + 1) +
pres_avg_elect +
# I(pres_avg_elect^2) +
log(pres_sum_us_troops + 1) +
# (region_6) +
as.factor(president),
data = high_un)
low_pc <-lm(log(pres_ppp_budget_pc + 1) ~
log(pres_avg_gdp_pc) +
log(pres_avg_pop) +
pres_avg_mus_perc +
log(pres_avg_us_exp + 1) +
log(pres_sum_suicide + 1) +
pres_avg_elect +
# I(pres_avg_elect^2) +
log(pres_sum_us_troops + 1) +
# as.factor(region_6) +
as.factor(president),
data = low_un)
high_total <-lm(log(pres_ppp_budget + 1) ~
log(pres_avg_gdp_pc) +
log(pres_avg_pop) +
pres_avg_mus_perc +
log(pres_avg_us_exp + 1) +
# pres_avg_un_dist +
log(pres_sum_suicide + 1) +
pres_avg_elect +
# I(pres_avg_elect^2) +
log(pres_sum_us_troops + 1) +
# (region_6) +
as.factor(president),
data = high_un)
low_total <-lm(log(pres_ppp_budget + 1) ~
log(pres_avg_gdp_pc) +
log(pres_avg_pop) +
pres_avg_mus_perc +
log(pres_avg_us_exp + 1) +
log(pres_sum_suicide + 1) +
pres_avg_elect +
# I(pres_avg_elect^2) +
log(pres_sum_us_troops + 1) +
# as.factor(region_6) +
as.factor(president),
data = low_un)
stargazer(high_total, low_total, high_pc, low_pc,
# column.labels = c("High_total", "Low_total", "High PC", "Low PC"),
type = "html")
|
|
|
|
Dependent variable:
|
|
|
|
|
|
log(pres_ppp_budget + 1)
|
log(pres_ppp_budget_pc + 1)
|
|
|
(1)
|
(2)
|
(3)
|
(4)
|
|
|
|
log(pres_avg_gdp_pc)
|
0.023
|
-0.212
|
0.088***
|
0.066**
|
|
|
(0.100)
|
(0.286)
|
(0.033)
|
(0.029)
|
|
|
|
|
|
|
|
log(pres_avg_pop)
|
0.484***
|
0.496***
|
-0.182***
|
-0.130***
|
|
|
(0.065)
|
(0.141)
|
(0.022)
|
(0.014)
|
|
|
|
|
|
|
|
pres_avg_mus_perc
|
0.590
|
1.115*
|
0.257**
|
-0.099
|
|
|
(0.384)
|
(0.597)
|
(0.128)
|
(0.061)
|
|
|
|
|
|
|
|
log(pres_avg_us_exp + 1)
|
-0.135**
|
0.121
|
0.023
|
-0.006
|
|
|
(0.055)
|
(0.193)
|
(0.018)
|
(0.020)
|
|
|
|
|
|
|
|
log(pres_sum_suicide + 1)
|
-0.142
|
0.031
|
0.018
|
0.044***
|
|
|
(0.103)
|
(0.161)
|
(0.034)
|
(0.016)
|
|
|
|
|
|
|
|
pres_avg_elect
|
-1.177*
|
2.052**
|
-0.084
|
0.193**
|
|
|
(0.688)
|
(0.948)
|
(0.229)
|
(0.097)
|
|
|
|
|
|
|
|
log(pres_sum_us_troops + 1)
|
0.018
|
0.046
|
-0.005
|
0.028**
|
|
|
(0.034)
|
(0.107)
|
(0.011)
|
(0.011)
|
|
|
|
|
|
|
|
as.factor(president)Trump
|
-0.437***
|
-0.719*
|
-0.177***
|
-0.179***
|
|
|
(0.123)
|
(0.376)
|
(0.041)
|
(0.038)
|
|
|
|
|
|
|
|
Constant
|
9.745***
|
8.030**
|
2.559***
|
1.798***
|
|
|
(1.180)
|
(3.137)
|
(0.394)
|
(0.320)
|
|
|
|
|
|
|
|
|
|
Observations
|
113
|
185
|
113
|
185
|
|
R2
|
0.645
|
0.156
|
0.689
|
0.512
|
|
Adjusted R2
|
0.618
|
0.118
|
0.665
|
0.490
|
|
Residual Std. Error
|
0.644 (df = 104)
|
2.526 (df = 176)
|
0.215 (df = 104)
|
0.257 (df = 176)
|
|
F Statistic
|
23.650*** (df = 8; 104)
|
4.064*** (df = 8; 176)
|
28.834*** (df = 8; 104)
|
23.080*** (df = 8; 176)
|
|
|
|
Note:
|
p<0.1; p<0.05; p<0.01
|
dv <- "log(budget + 1)"
ivs <- c("electoral_demo",
"log(gdp_pc_const)",
"log(pop)",
"muslim_percent"
)
form_1 <- as.formula(paste(dv, paste(ivs, collapse = " + "), sep = " ~ "))
the_df %>%
filter(ideal_point_distance < 2.7) -> high_df
the_df %>%
filter(ideal_point_distance >= 2.7) -> low_df
pooled <- plm(form_1, data = high_df, model = "pooling")
fixed_ind <- plm(form_1, data = high_df, model = "within", effect = "individual")
fixed_time <- plm(form_1, data = high_df, model = "within", effect = "time")
fixed_two <- plm(form_1, data = high_df, model = "within", effect = "twoways")
rand_ind <- plm(form_1, data = high_df, model = "random", effect = "individual")
rand_time <- plm(form_1, data = high_df, model = "random", effect = "time")
rand_two <- plm(form_1, data = high_df, model = "random", effect = "twoways")
Hausman Test
When we run the Hausman test with phtest() command, we see the p-value is is 0.8.
It is not less that 0.05 so we can look at random effects model.
phtest(fixed_time, rand_time)
Hausman Test
data: form_1 chisq = 0.1681, df = 4, p-value = 0.9967 alternative hypothesis: one model is inconsistent
Regression output
stargazer(rand_ind,
rand_time,
rand_two,
column.labels = c(
# "Fixed Ind", "Fixed Time", "Fixed Two",
"Rand Ind", "Rand Time", "Rand Two"),
type = "html")
|
|
|
|
Dependent variable:
|
|
|
|
|
|
log(budget + 1)
|
|
|
Rand Ind
|
Rand Time
|
Rand Two
|
|
|
(1)
|
(2)
|
(3)
|
|
|
|
electoral_demo
|
0.909*
|
-0.221
|
0.163
|
|
|
(0.480)
|
(0.294)
|
(1.460)
|
|
|
|
|
|
|
log(gdp_pc_const)
|
-0.002
|
0.052
|
0.113
|
|
|
(0.072)
|
(0.042)
|
(0.239)
|
|
|
|
|
|
|
log(pop)
|
0.479***
|
0.479***
|
0.468***
|
|
|
(0.049)
|
(0.021)
|
(0.172)
|
|
|
|
|
|
|
muslim_percent
|
0.984**
|
0.558***
|
0.909
|
|
|
(0.399)
|
(0.172)
|
(1.408)
|
|
|
|
|
|
|
Constant
|
5.881***
|
6.260***
|
5.501*
|
|
|
(0.913)
|
(0.422)
|
(3.297)
|
|
|
|
|
|
|
|
|
Observations
|
353
|
353
|
353
|
|
R2
|
0.785
|
0.639
|
0.559
|
|
Adjusted R2
|
0.783
|
0.635
|
0.554
|
|
F Statistic
|
102.985***
|
610.171***
|
8.258*
|
|
|
|
Note:
|
p<0.1; p<0.05; p<0.01
|
Correct for heteroskedasticity with robust standard errors
stargazer(
# coeftest(fixed_ind, vcov = vcovHC, type = "HC1"),
# coeftest(fixed_time, vcov = vcovHC, type = "HC1"),
# coeftest(fixed_two, vcov = vcovHC, type = "HC1"),
coeftest(rand_ind, vcov = vcovHC, type = "HC1"),
coeftest(rand_time, vcov = vcovHC, type = "HC1"),
coeftest(rand_two, vcov = vcovHC, type = "HC1"),
column.labels = c(
# "Fixed Ind", "Fixed Time", "Fixed Two",
"Rand Ind", "Rand Time", "Rand Two"),
type = "html")
|
|
|
|
Dependent variable:
|
|
|
|
|
|
|
|
|
Rand Ind
|
Rand Time
|
Rand Two
|
|
|
(1)
|
(2)
|
(3)
|
|
|
|
electoral_demo
|
0.909
|
-0.221
|
0.163
|
|
|
(0.782)
|
(0.670)
|
(0.812)
|
|
|
|
|
|
|
log(gdp_pc_const)
|
-0.002
|
0.052
|
0.113
|
|
|
(0.112)
|
(0.105)
|
(0.115)
|
|
|
|
|
|
|
log(pop)
|
0.479***
|
0.479***
|
0.468***
|
|
|
(0.044)
|
(0.041)
|
(0.044)
|
|
|
|
|
|
|
muslim_percent
|
0.984***
|
0.558
|
0.909*
|
|
|
(0.375)
|
(0.455)
|
(0.470)
|
|
|
|
|
|
|
Constant
|
5.881***
|
6.260***
|
5.501***
|
|
|
(1.054)
|
(1.108)
|
(1.049)
|
|
|
|
|
|
|
|
|
|
|
Note:
|
p<0.1; p<0.05; p<0.01
|
Lagrange Multiplier Test
Time effects (Breusch-Pagan)
We look at the Lagrange Multiplier test to see if there are time-effects in the model.
If the p-value < 0.05 then use time-fixed effects.
In our model, the , p-value is far below 0.05 so we can support the alternative hypothesis that there are time effects in the model
plmtest(pooled, c("time"), type=("bp"))
Lagrange Multiplier Test - time effects (Breusch-Pagan) for unbalanced
panels
data: form_1 chisq = 330.26, df = 1, p-value < 2.2e-16 alternative hypothesis: significant effects
Test of individual and/or time effects
We can use the pFtest() to also look at whether we use individual or time effects, based on the comparison of the within and the pooling model.
pFtest(fixed_time, pooled)
F test for time effects
data: form_1 F = 16.092, df1 = 6, df2 = 342, p-value = 2.566e-16 alternative hypothesis: significant effects
stargazer(rand_time, coeftest(rand_time, vcov = vcovHC, type = "HC1"),
column.labels = c("Random Model (Time Effects) ||", " Rand Time Robust Std. Error"),
type = "html")
|
|
|
|
Dependent variable:
|
|
|
|
|
|
log(budget + 1)
|
|
|
|
panel
|
coefficient
|
|
|
linear
|
test
|
|
|
Random Model (Time Effects) ||
|
Rand Time Robust Std. Error
|
|
|
(1)
|
(2)
|
|
|
|
electoral_demo
|
-0.221
|
-0.221
|
|
|
(0.294)
|
(0.670)
|
|
|
|
|
|
log(gdp_pc_const)
|
0.052
|
0.052
|
|
|
(0.042)
|
(0.105)
|
|
|
|
|
|
log(pop)
|
0.479***
|
0.479***
|
|
|
(0.021)
|
(0.041)
|
|
|
|
|
|
muslim_percent
|
0.558***
|
0.558
|
|
|
(0.172)
|
(0.455)
|
|
|
|
|
|
Constant
|
6.260***
|
6.260***
|
|
|
(0.422)
|
(1.108)
|
|
|
|
|
|
|
|
Observations
|
353
|
|
|
R2
|
0.639
|
|
|
Adjusted R2
|
0.635
|
|
|
F Statistic
|
610.171***
|
|
|
|
|
Note:
|
p<0.1; p<0.05; p<0.01
|
---
title: "Scatterplots and barcharts"
author: "Paula"
date: "8/19/2021"
output:
  html_document:
    theme: flatly
    toc: true
    toc_float: true
    code_download: true
    toc_depth: 5
    
---

```{css, echo = FALSE}

# tbody tr:nth-child(odd) {background: #eee;}
    
h1, h2, h3 {text-align: center;}

```


```{r setup, include = FALSE}

library(plm)
library(stargazer)
library(lmtest)
library(sandwich)
library(tidyverse)
library(magrittr)
library(wesanderson)
library(countrycode)
library(skimr)
library(priceR)
library(knitr) 
library(kableExtra)
library(scales)
library(reshape2)
library(janitor)
library(rnaturalearth)
library(sf)
library(rvest)
library(haven)
library(RColorBrewer)
library(jsonlite)
library(priceR)
library(foreign)
library(readxl)


the_df <- read.csv("C:/Users/Paula/Desktop/PD_original_datasets/proto2.csv")

the_df$X.1 <- NULL
the_df$X1 <- NULL
the_df$X <- NULL

the_df %<>% 
  mutate(country = ifelse(country == "Trinidad And Tobago", "Trinidad and Tobago",
                          ifelse(country == "Bosnia And Herzegovina", "Bosnia and Herzegovina", country))) %>% 
  mutate(cow_code = ifelse(country == "Taiwan", 713, cow_code))

gtd <- read.csv("C:/Users/Paula/Desktop/PD_original_datasets/gtd.csv")

the_df$region_6 <- recode_factor(the_df$region_6, "Asia and Pacific" = "Asia",
                "Latin America Caribbean" = "Latin",
                "Sub-Sahara" = "Africa")

knitr::opts_chunk$set(echo = TRUE, warning = FALSE, message = FALSE, results = "asis", out.width = "400%")

options(knitr.table.format = "html") 
```


```{r add_terrorist_variables, echo = FALSE}

gtd$cow_code <- countrycode(gtd$country_txt, "country.name", "cown")

gtd %<>% 
   mutate(cow_code = ifelse(country_txt == "West Bank and Gaza Strip", 6666,
                            ifelse(country_txt == "Serbia", 345, 
                                    ifelse(country_txt == "Hong Kong", 997, cow_code))))

gtd$country <- NULL


gtd %>% 
  group_by(cow_code, iyear) %>% 
  select(year = iyear, everything()) %>% 
  summarise(sum_attacks = n()) %>% 
  ungroup() -> gtd_annual_sum

gtd %>% 
  group_by(cow_code, iyear) %>% 
  select(year = iyear, everything()) %>% 
  filter(suicide == 1) %>% 
  summarise(sum_suicides = n()) %>% 
  ungroup() -> gtd_annual_suicide

gtd %>% 
  group_by(cow_code, iyear) %>% 
  select(year = iyear, everything()) %>% 
  filter(suicide == 1) %>% 
  summarise(sum_all_year_suicides = n()) %>% 
  ungroup() -> gtd_total_suicide

gtd %>% 
  group_by(cow_code, iyear, region_txt) %>% 
  select(year = iyear, everything()) %>% 
  summarise(sum_all_year_attacks = n()) %>% 
  ungroup() -> gtd_total_sum

the_df <- merge(the_df, gtd_annual_sum, by = c("cow_code", "year"), all.x = TRUE)
the_df <- merge(the_df, gtd_annual_suicide, by = c("cow_code", "year"), all.x = TRUE)
the_df <- merge(the_df, gtd_total_suicide, by = c("cow_code", "year"), all.x = TRUE)
the_df <- merge(the_df, gtd_total_sum, by = c("cow_code", "year"), all.x = TRUE)

```

```{r add_aiib_vars}

aiib <- read_dta("C:/Users/Paula/Desktop/AIIB-ForResubmission.dta")

aiib %<>% 
  select(ccode, aiibmember:adbnonregionalmember, asiapacific, chinaalignment, usmilitaryalliance)

the_df <- merge(the_df, aiib, by.x = c("cow_code"), by.y = c("ccode"), all.x = TRUE)

```

```{r}

russia_dyad <- read.csv("C:/Users/Paula/Desktop/PD_original_datasets/russia_dyad.csv")
russia_dyad$X <- NULL

the_df <- merge(the_df, russia_dyad, by = c("cow_code", "year"), all.x = TRUE)

soviet_iron_curtain_vector <- c("Albania", "Bulgaria", "Czech Republic", 
                                "Poland",  "Kosovo",   "Romania", 
                                "Hungary",  "Slovakia",  "Bosnia and Herzegovina",
                                "Croatia",  "Macedonia", "Montenegro", "Serbia")

soviet_republics_vector <- c("Russia", "Lithuania", "Georgia",
                             "Estonia", "Latvia",  "Ukraine"	,
                             "Belarus", "Moldova", "Kyrgyzstan",	
                             "Uzbekistan", "Tajikistan", "Armenia"	,
                             "Azerbaijan", "Turkmenistan", "Kazakhstan")

the_df %<>%
  dplyr::mutate(soviet_iron_curtain = ifelse(country %in% soviet_iron_curtain_vector, 1, 0)) 

the_df %<>%
  dplyr::mutate(soviet_republics = ifelse(country %in% soviet_republics_vector, 1, 0)) 

the_df %<>% mutate(rus_influence = ifelse(country == "Russia", 1, 
                                          ifelse(level_contig_rus == 1, 1, 
                                              ifelse(soviet_republics == 1, 1,
                                                ifelse(soviet_iron_curtain == 1, 1, 0)))))
```

```{r}
the_df %>% 
  mutate(budget_pc = budget / pop, na.rm = TRUE) %>%
  mutate(exports_pc = exports_bop / pop, na.rm = TRUE) %>% 
  mutate(total_trade = exports_bop + imports_bop, na.rm = TRUE) %>% 
  mutate(trade_openess = total_trade / gdp_const, na.rm = TRUE) %>% 
  mutate(us_total_trade = us_exports_to_country + us_imports_from_country, na.rm = TRUE) %>% 
  mutate(us_trade_dependence = us_total_trade / balance_trade, na.rm = TRUE) %>% 
  mutate(us_exports_pc = us_exports_to_country / pop, na.rm = TRUE) %>% 
  mutate(muslim_percent = percent_muslim_jitter / pop, na.rm = TRUE) %>% 
  mutate(us_imports_pc = us_imports_from_country / pop, na.rm = TRUE) -> the_df

```

# Cost of living ranking

The main problem 

Source:  "https://www.numbeo.com/cost-of-living/rankings_by_country.jsp?title=2019"

```{r}


url <- "https://www.numbeo.com/cost-of-living/rankings_by_country.jsp?title=2019"

# Countries with no INDEX
col_url <- read_html(url)
col_table <- col_url %>% html_table(header = TRUE, fill = TRUE)
col_19 <- col_table[[2]]

col_19$year <- replicate(119, 2019)
col_19$rank <- NULL
col_19 %<>% 
  clean_names()

col_19$cow_code <- countrycode(col_19$country, "country.name", "cown")

col_19 %<>% dplyr::mutate(cow_code = ifelse(country == "Palestine", 6666, 
                                              ifelse(country == "Serbia", 345, 
                                                ifelse(country == "Hong Kong", 997, cow_code))))

names(col_19)
col_19 %>% 
  arrange(desc(cost_of_living_index)) %>% 
  select(country, cost_of_living = cost_of_living_index) %>% 
  head() %>% 
  kbl() %>%
  kable_paper("striped",
              full_width = F)

col_19 %>% 
  arrange(desc(cost_of_living_index)) %>% 
  select(country, cost_of_living = cost_of_living_index) %>% 
  tail() %>% 
  kbl() %>%
  kable_paper("striped",
              full_width = F)

```

```{r, echo - FALSE}

# df_19 %>% 
#   group_by(country) %>% 
#   mutate(ppp_budget = budget * ppp) %>% 
#   select(country, ppp_budget) %>% 
#   arrange(desc(ppp_budget)) -> table3_mult
# 
# df_19 %>% 
#   group_by(country) %>% 
#   mutate(ppp_budget = budget * ppp) %>% 
#   select(country, raw_budget = budget) %>% 
#   arrange(desc(raw_budget)) -> table4_mult

# kbl(list(table3_mult, table4_mult), digits = 0, 
#     caption = "Arranged By PPP Adjusted Budget LEFT and By PPP Raw Budget RIGHT") %>%
#     kable_paper("striped", full_width = T) 

```

# Adjust to 2019 prices


```{r}

country <- "United States"
countries_dataframe <- show_countries()
inflation_dataframe <- retrieve_inflation_data(country, countries_dataframe)

# Provide a World Bank API URL and url_all_results will convert it into one with all results for that indicator
original_url <- "http://api.worldbank.org/v2/country" 

# "http://api.worldbank.org/v2/country?format=json&per_page=304"
url_all_results(original_url)

the_df$budget_const <- adjust_for_inflation(the_df$budget, 
                                                the_df$year, 
                                                country, 
                                                to_date = 2019,
                                                inflation_dataframe = inflation_dataframe,
                                                countries_dataframe = countries_dataframe)

the_df$budget_pc_const <- adjust_for_inflation(the_df$budget_pc, 
                                              the_df$year, 
                                                   country, 
                                                   to_date = 2019,
                                                   inflation_dataframe = inflation_dataframe,
                                                   countries_dataframe = countries_dataframe)

```


# Price level ratio
 
Source: https://data.worldbank.org/indicator/PA.NUS.PPPC.RF

Price level ratio is the ratio of a purchasing power parity (PPP) conversion factor to an exchange rate. It provides a measure of the differences in price levels between countries by indicating the number of units of the common currency needed to buy the same volume of the aggregation level in each country.

Indicator source: 
International Comparison Program, World Bank


```{r}

library(WDI)
ppp = WDI(indicator='PA.NUS.PPPC.RF', country="all", start=2013, end=2019)
ppp$ppp <- ppp$PA.NUS.PPPC.RF
ppp$PA.NUS.PPPC.RF <- NULL

ppp$cow_code <- countrycode(ppp$iso2c, "iso2c", "cown")

ppp %<>% 
dplyr::mutate(cow_code = ifelse(country == "West Bank and Gaza", 6666, 
                                ifelse(country == "Serbia", 345, 
                                       ifelse(country == "Hong Kong SAR, China", 997, cow_code))))

ppp$country <- NULL

the_df <- merge(the_df, ppp, by = c("cow_code", "year"), all.x = TRUE)

the_df %<>%  
  mutate(ppp_budget = budget / ppp, na.rm = TRUE) %>% 
  mutate(ppp_budget_pc = budget_pc * ppp, na.rm = TRUE) %>% 
  mutate(ppp_budget_const = budget_const / ppp, na.rm = TRUE) %>% 
  mutate(ppp_budget_pc_const = budget_pc_const * ppp, na.rm = TRUE) %>% 
  select(ppp_budget, ppp_budget_pc, ppp_budget_const, ppp_budget_pc_const, everything())

```


```{r}

the_df %>%
  filter(year == 2014) %>% 
  filter(country != "Kosovo") %>% 
  filter(country != "Curacao") %>% 
  filter(country != "Vatican City") %>%
  select(country, ppp_budget) %>%
  arrange(desc(ppp_budget)) ->t1

the_df %>%
  filter(country != "Kosovo") %>% 
  filter(country != "Curacao") %>% 
  filter(country != "Vatican City") %>%
  filter(year == 2014) %>% 
  select(country, ppp_budget_pc) %>%
  arrange(desc(ppp_budget_pc)) -> t2

the_df %>%
  filter(country != "Kosovo") %>%
  filter(country != "Curacao") %>% 
  filter(country != "Vatican City") %>% 
  filter(year == 2014) %>% 
  select(country, ppp_budget_const) %>%
  arrange(desc(ppp_budget_const)) -> t3

the_df %>%
  filter(country != "Kosovo") %>% 
  filter(country != "Curacao") %>% 
  filter(country != "Vatican City") %>%
  filter(year == 2014) %>% 
  select(country, ppp_budget_pc_const) %>%
  arrange(desc(ppp_budget_pc_const)) -> t4

the_df %>%
  filter(country != "Kosovo") %>% 
  filter(country != "Curacao") %>% 
  filter(country != "Vatican City") %>%
  filter(year == 2014) %>% 
  select(country, budget) %>%
  arrange(desc(budget)) -> t0

the_df %>%
  filter(country != "Kosovo") %>% 
  filter(country != "Curacao") %>% 
  filter(country != "Vatican City") %>%
  filter(year == 2014) %>% 
  select(country, budget_pc) %>%
  arrange(desc(budget_pc)) -> tpc

kbl(list(t0, t1,  t3, tpc, t2, t4), digits = 4) %>% 
     kable_paper("striped", full_width = FALSE) 

```

```{r}

library(troopdata)

troops_us <- get_troopdata(startyear = 2013, endyear = 2020)

the_df <- merge(the_df, troops_us, by.x = c("cow_code", "year"), by.y = c("ccode", "year"), all.x = TRUE)

```



```{r}

us_base_df <-read.csv("C:/Users/Paula/Desktop/PD_original_datasets/Bases.csv") 
  
us_base_df %>% 
  filter(base == 1) %>%
  group_by(Country.Name) %>% 
  count() %>% 
  arrange(desc(n)) %>% 
  filter(n > 2) %>% 
  kbl() %>%
  kable_paper("striped",
              full_width = F)

  us_base_df %>% 
  filter(lilypad == 1) %>%
  group_by(Country.Name) %>% 
  count() %>% 
  arrange(desc(n)) %>% 
  filter(n > 2) %>% 
  kbl() %>%
  kable_paper("striped",
              full_width = F)

us_base_df %>% 
  group_by(Country.Name) %>% 
  count() %>% 
  arrange(desc(n)) %>% 
  filter(n > 5) %>% 
  kbl() %>%
  kable_paper("striped",
              full_width = F)
  
 
war_on_terror <- c("Afghanistan", "Yemen", "Syria", "Iraq", "Pakistan")

 the_df %<>%
   dplyr::mutate(war_on_terror = ifelse(country %in% war_on_terror, 1, 0)) 

  
```


# Drone attacks

```{r}
 
# drone_wars <- read.csv("C:/Users/Paula/Desktop/drone_war.csv")

# substrRight <- function(x, n){
#   substr(x, nchar(x)-n+1, nchar(x)) }
 
# drone_wars$year <- as.numeric(substrRight(drone_wars$Date..MM.DD.YYYY., 4))
 
# drone_wars %<>% 
#   mutate(Country = ifelse(grepl('Afghanistan', Country), 'Afghanistan', as.character(Country)))

# drone_wars %>%
#   clean_names() %>% 
#   group_by(country) %>%
#   summarise(sum_drone = n()) %>% 
#   arrange(desc(sum_drone)) %>% 
#   ggplot(aes(x = reorder(country, sum_drone),  
#              y = sum_drone, 
#              fill = as.factor(country))) + 
#   geom_bar(stat = "identity") + 
#   coord_flip() + 
#   scale_fill_manual(values = c("#9b2226","#0a9396","#94d2bd","#ee9b00"), 
#                     name = NULL) +
#   theme(axis.text.y = element_text(size = 10),
#         axis.title.y = element_blank(), 
#         legend.position = "bottom") + 
#   xlab("country") +
#   ylab("Total drone strikes") +
#   ggthemes::theme_pander() 

```

```{r}

# drone_wars %>%
#   clean_names() %>%
#   group_by(country, year) %>%
#   summarise(sum_drone = n()) -> drone_sum

# drone_sum$cow_code <- countrycode(drone_sum$country, "country.name", "cown")
# 
# the_df <- merge(the_df, drone_sum, by = c("cow_code", "year"), all.x = TRUE)
# the_df$sum_drone[is.na(the_df$sum_drone)] <- 0

# the_df %>% 
#   select(country, 
#          year,
#          sum_drone.x) %>% 
#   arrange(desc(sum_drone))

# the_df %>%
#   mutate(drones_binary = ifelse(sum_drone > 0, 1, 0)) %>% 
#   mutate(drones_binary = as.factor(drones_binary)) %>% 
#   group_by(country.x) %>% 
#   # filter(country.x == "Afghanistan" | country.x  == "Somalia" | country.x  == "Yemen" | country.x  == "Pakistan" ) %>% 
#   ggplot(aes(budget)) +
#   # geom_smooth(method = "lm", aes(color = as.factor(region_6)), se = FALSE) + 
#   geom_histogram() +
#   # scale_shape_manual(values = c(15,16,17,18,19,10),
#   #                    name = NULL) +
#   facet_wrap(~drones_binary) +
#   ggtitle("Drone attacks and PD spending") +
#   ylab("Logged PD budget per capita") +
#   theme(legend.position = "left") + 
#   ggthemes::theme_pander()

```


```{r}

the_df %>% 
  group_by(president, cow_code) %>% 
  
  mutate(pres_pd_budget_pc = sum(budget_pc_const, na.rm = TRUE)) %>% 
  mutate(pres_pd_budget = sum(budget_const, na.rm = TRUE)) %>% 
  
  mutate(pres_avg_pd_budget_pc = mean(budget_pc_const, na.rm = TRUE)) %>% 
  mutate(pres_avg_pd_budget = mean(budget_const, na.rm = TRUE)) %>% 
  
  mutate(pres_ppp_budget = sum(ppp_budget, na.rm = TRUE)) %>% 
  mutate(pres_ppp_budget_pc = sum(ppp_budget_pc, na.rm = TRUE)) %>% 
  
  mutate(pres_ppp_budget_const = sum(ppp_budget_const, na.rm = TRUE)) %>% 
  mutate(pres_ppp_budget_pc_const = sum(ppp_budget_pc_const, na.rm = TRUE)) %>% 

  mutate(pres_avg_polity = mean(polity_index, na.rm = TRUE)) %>%
  mutate(pres_avg_elect = mean(electoral_demo, na.rm = TRUE)) %>%

  mutate(pres_avg_gdp = mean(gdp_const, na.rm = TRUE)) %>% 
  mutate(pres_avg_gdp_pc = mean(gdp_pc_const, na.rm = TRUE)) %>% 

  mutate(pres_avg_pop = mean(pop, na.rm = TRUE)) %>%  
  mutate(pres_avg_un_dist = mean(ideal_point_distance, na.rm = TRUE)) %>% 
  
  mutate(pres_avg_pol_rights = mean(pol_right_fh, na.rm = TRUE)) %>% 
  mutate(pres_avg_civ_lib = mean(civ_lib_fh, na.rm = TRUE)) %>%  

  mutate(pres_avg_mil_exp = mean(mil_exp_gdp, na.rm = TRUE)) %>% 
  mutate(pres_avg_trade_dep_us = mean(us_trade_dependence, na.rm = TRUE)) %>%  
  
  mutate(pres_avg_us_exp = mean(us_exports_pc, na.rm = TRUE)) %>%  
  mutate(pres_sum_us_exp = sum(us_exports_pc, na.rm = TRUE)) %>%  

  mutate(pres_avg_us_imp = mean(us_imports_pc, na.rm = TRUE)) %>% 
  mutate(pres_sum_us_imp = sum(us_imports_pc, na.rm = TRUE)) %>% 

  mutate(pres_avg_trade_open = mean(trade_openess, na.rm = TRUE)) %>% 
  mutate(pres_avg_ethno_frac = mean(ethno_frac, na.rm = TRUE)) %>%  
 
  mutate(pres_avg_mus_perc = mean(muslim_percent, na.rm = TRUE)) %>%
  
  mutate(pres_avg_us_troops = mean(troops, na.rm = TRUE)) %>%  
  mutate(pres_sum_us_troops = sum(troops, na.rm = TRUE)) %>%  

  mutate(pres_avg_suicide = mean(sum_suicides, na.rm = TRUE)) %>%  
  mutate(pres_sum_suicide = sum(sum_suicides, na.rm = TRUE)) %>%  

  mutate(pres_avg_cso_repress = mean(cso_repress, na.rm = TRUE)) %>% 
  mutate(pres_avg_mountain = mean(mountainous, na.rm = TRUE))  %>% 
  
  distinct(pres_pd_budget_pc, .keep_all = TRUE) %>% 
  filter(!is.na(president)) %>% 
  select(president, 
         year, 
         country, 
         region_6,
         pres_ppp_budget,
         pres_ppp_budget_pc,
         pres_ppp_budget_const,
         pres_ppp_budget_pc_const,
         pres_avg_pd_budget_pc,
         pres_avg_pd_budget,
         pres_pd_budget_pc,
         pres_pd_budget,
         pres_avg_polity,
         pres_avg_elect,
         pres_avg_us_troops,
         pres_sum_us_troops,
         pres_avg_pol_rights,
         pres_avg_civ_lib,
         pres_avg_gdp,
         pres_avg_gdp_pc,
         pres_avg_pop,
         pres_avg_mil_exp,
         pres_avg_un_dist,
         pres_avg_trade_dep_us,
         pres_avg_us_exp,
         pres_sum_us_exp,
         pres_avg_us_imp,
         pres_sum_us_imp,
         pres_avg_trade_open,
         pres_avg_ethno_frac,
         pres_avg_mus_perc,
         pres_avg_cso_repress,
         pres_avg_mountain,
         defense_pact_us,
         pres_avg_suicide,
         pres_sum_suicide,
         dist_moscow = dist_soto_moscow,
         dist_dc = dist_to_wash_dc,
         dist_beijing = dist_to_beijing)  %>% 
    ungroup() -> pd_pres

```


```{r}

pooling_model1 <-lm(log(pres_ppp_budget + 1) ~ 
               log(pres_avg_gdp_pc) +
               log(pres_avg_pop) +
               pres_avg_mus_perc +
               log(pres_avg_us_exp + 1) +
               # pres_avg_un_dist +
               log(pres_sum_suicide + 1) +
               pres_avg_elect +
               # I(pres_avg_elect^2) +
               log(pres_sum_us_troops + 1) +
               # as.factor(region_6) +
               as.factor(president),
               data = pd_pres)


pooling_model2 <-lm(log(pres_ppp_budget_pc + 1) ~ 
               log(pres_avg_gdp_pc) +
               log(pres_avg_pop) +
               pres_avg_mus_perc +
               log(pres_avg_us_exp + 1) +
               # pres_avg_un_dist +
               log(pres_sum_suicide + 1) +
               pres_avg_elect +
               # I(pres_avg_elect^2) +
               log(pres_sum_us_troops + 1) +
               # as.factor(region_6) +
               as.factor(president),
               data = pd_pres)


stargazer(pooling_model1, pooling_model2,
          type = "html")



```


```{r}

pd_pres %>% 
   filter(pres_avg_un_dist < 2.8) -> high_un
 
pd_pres %>% 
   filter(pres_avg_un_dist >= 2.8) -> low_un



high_pc <-lm(log(pres_ppp_budget_pc + 1) ~ 
               log(pres_avg_gdp_pc) +
               log(pres_avg_pop) +
               pres_avg_mus_perc +
               log(pres_avg_us_exp + 1) +
               # pres_avg_un_dist +
               log(pres_sum_suicide + 1) +
               pres_avg_elect +
                # I(pres_avg_elect^2) +
               log(pres_sum_us_troops + 1) +
               # (region_6) +
               as.factor(president),
               data = high_un)


low_pc <-lm(log(pres_ppp_budget_pc + 1) ~ 
               log(pres_avg_gdp_pc) +
               log(pres_avg_pop) +
               pres_avg_mus_perc +
               log(pres_avg_us_exp + 1) +
               log(pres_sum_suicide + 1) +
               pres_avg_elect +
                # I(pres_avg_elect^2) +
               log(pres_sum_us_troops + 1) +
               # as.factor(region_6) +
               as.factor(president),
               data = low_un)



high_total <-lm(log(pres_ppp_budget + 1) ~ 
               log(pres_avg_gdp_pc) +
               log(pres_avg_pop) +
               pres_avg_mus_perc +
               log(pres_avg_us_exp + 1) +
               # pres_avg_un_dist +
               log(pres_sum_suicide + 1) +
               pres_avg_elect +
                # I(pres_avg_elect^2) +
               log(pres_sum_us_troops + 1) +
               # (region_6) +
               as.factor(president),
               data = high_un)


low_total <-lm(log(pres_ppp_budget + 1) ~ 
               log(pres_avg_gdp_pc) +
               log(pres_avg_pop) +
               pres_avg_mus_perc +
               log(pres_avg_us_exp + 1) +
               log(pres_sum_suicide + 1) +
               pres_avg_elect +
                # I(pres_avg_elect^2) +
               log(pres_sum_us_troops + 1) +
               # as.factor(region_6) +
               as.factor(president),
               data = low_un)


stargazer(high_total, low_total, high_pc, low_pc, 
          # column.labels = c("High_total", "Low_total", "High PC", "Low PC"),
          type = "html")


```


```{r}

dv <- "log(budget + 1)"

ivs <- c("electoral_demo",
         "log(gdp_pc_const)",
         "log(pop)",
         "muslim_percent"
         )

form_1 <- as.formula(paste(dv, paste(ivs, collapse = " + "), sep = " ~ "))

the_df %>% 
   filter(ideal_point_distance < 2.7) -> high_df
 
the_df %>% 
   filter(ideal_point_distance >= 2.7) -> low_df

pooled <- plm(form_1, data = high_df, model = "pooling")

fixed_ind <- plm(form_1, data = high_df, model = "within", effect = "individual")

fixed_time <- plm(form_1, data = high_df, model = "within", effect = "time")

fixed_two <- plm(form_1, data = high_df, model = "within", effect = "twoways")

rand_ind <- plm(form_1, data = high_df, model = "random", effect = "individual")

rand_time <- plm(form_1, data = high_df, model = "random", effect = "time")

rand_two <- plm(form_1, data = high_df, model = "random", effect = "twoways")


```


# Hausman Test

When we run the Hausman test with phtest() command, we see the p-value is is 0.8. 

It is not less that 0.05 so we can look at random effects model.


```{r}

phtest(fixed_time, rand_time)

```

# Regression output 

```{r}
stargazer(rand_ind, 
          rand_time, 
          rand_two, 
          column.labels = c(
            # "Fixed Ind", "Fixed Time", "Fixed Two",
                            "Rand Ind", "Rand Time", "Rand Two"), 
          type = "html")

```

# Correct for heteroskedasticity with robust standard errors

```{r}

stargazer(
# coeftest(fixed_ind, vcov = vcovHC, type = "HC1"),
# coeftest(fixed_time, vcov = vcovHC, type = "HC1"),
# coeftest(fixed_two, vcov = vcovHC, type = "HC1"),
coeftest(rand_ind, vcov = vcovHC, type = "HC1"),
coeftest(rand_time, vcov = vcovHC, type = "HC1"),
coeftest(rand_two, vcov = vcovHC, type = "HC1"),
          column.labels = c(
            # "Fixed Ind", "Fixed Time", "Fixed Two",
                            "Rand Ind", "Rand Time", "Rand Two"), 
          type = "html")


```



# Lagrange Multiplier Test 

### Time effects (Breusch-Pagan)

We look at the Lagrange Multiplier test to see if there are time-effects in the model. 

If the p-value < 0.05 then use time-fixed effects.

In our model, the , p-value is far below 0.05 so we can support the alternative hypothesis that there are time effects in the model
```{r}

plmtest(pooled, c("time"), type=("bp"))

```

# Test of individual and/or time effects

We can use the pFtest() to also look at whether we use individual or time effects, based on the comparison of the within and the pooling model. 


```{r}

pFtest(fixed_time, pooled)
```


```{r}


stargazer(rand_time, coeftest(rand_time, vcov = vcovHC, type = "HC1"),
          column.labels = c("Random Model (Time Effects) ||", " Rand Time Robust Std. Error"), 
          type = "html")

```

