The data that has been chosen was downloaded from kaggle.com. This data contains all deaths that occured in 2015. My analysis is to see if the suicidal deaths in 2015 had any strong relationships with education and race.
library(zelig)
Error in library(zelig) : there is no package called ‘zelig’
library(dplyr)
Suicidedata<- Suicide1%>%
mutate(Suicide= ifelse(manner_of_death== 2, 1, 0),
age= as.numeric(age_recode_12),
age= ifelse(age==4,"15-24",
ifelse(age==5,"25-34",
ifelse(age==6,"35-44",
ifelse(age==7,"45-54",
ifelse(age==8,"55-64",
ifelse(age==9,"65-74",NA)))))),
education=(education_2003_revision),
education= ifelse(education==1,"8th grade or less",
ifelse(education==2,"9 - 12th grade, no diploma",
ifelse(education==3,"high school graduate or GED completed",
ifelse(education==4,"some college credit, but no degree",
ifelse(education==5,"Associate degree",
ifelse(education==6,"Bachelor's degree",
ifelse(education==7,"Master's degree",
ifelse(education==8,"Doctorate or professional degree",NA)))))))),
race=(race_recode_3),
race= ifelse(race==1,"White",
ifelse(race==2,"Black",
ifelse(race==3,"Other",NA))))%>%
select( age, marital_status, sex, education_2003_revision, race_recode_3, Suicide)%>%
filter(age>3)
package <U+393C><U+3E31>bindrcpp<U+393C><U+3E32> was built under R version 3.4.3
head(Suicidedata)
Filter NA’s
Suicidedata2<- Suicidedata %>%
filter(!is.na(Suicide),!is.na(race_recode_3),!is.na(education_2003_revision),!is.na(age), !is.na(sex), !is.na(marital_status))
library(Zelig)
zsuicide <- zelig(Suicide ~ education_2003_revision + race_recode_3, model = "logit", data = Suicidedata2, cite = F)
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summary(zsuicide)
Model:
Call:
z5$zelig(formula = Suicide ~ education_2003_revision + race_recode_3,
data = Suicidedata2)
Deviance Residuals:
Min 1Q Median 3Q Max
-0.3110 -0.2600 -0.2508 -0.2334 3.1164
Coefficients:
Estimate Std. Error z value Pr(>|z|)
(Intercept) -3.033689 0.020891 -145.21 <2e-16
education_2003_revision 0.073138 0.003041 24.05 <2e-16
race_recode_3 -0.629170 0.013541 -46.46 <2e-16
(Dispersion parameter for binomial family taken to be 1)
Null deviance: 244686 on 927780 degrees of freedom
Residual deviance: 240949 on 927778 degrees of freedom
AIC: 240955
Number of Fisher Scoring iterations: 7
Next step: Use 'setx' method
The regression shows that suicide as death for dead persons would go up by .0731 for every unit of education increased. This regression also states as race changes from white to black or other, suicide for dead persons decreases by .629 ##Counterfactual Values
x.out <- setx(zsuicide)
s.out <- sim(zsuicide, x = x.out)
Simulate
s.out <- sim(zsuicide, x = x.out)
Results
summary(s.out)
sim x :
-----
ev
mean sd 50% 2.5% 97.5%
[1,] 0.02677958 0.0001746716 0.02677593 0.02644487 0.02711196
pv
0 1
[1,] 0.977 0.023
plot(s.out)

This plot shows that most deceased persons education fell between .0266- .0270.
Automatting using Zelig
Range of educational attainment of desceased persons
zsuicide2<- zelig(Suicide ~ education_2003_revision + race_recode_3, data =Suicidedata2, model = "logit", cite = F)
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education.range <- min(Suicidedata2$education_2003_revision):max(Suicidedata2$education_2003_revision)
x <- setx(zsuicide2, education_2003_revision = education.range)
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s <- sim(zsuicide2, x=x)
ci.plot(s)

The above analysis shows that as educational attainment rises the expected death being suicide rises.
PART 2- Analyzing Independent variables
Education Difference
ed.range = min(Suicidedata2$education_2003_revision):max(Suicidedata2$education_2003_revision)
x <- setx(zsuicide, education_2003_revision= ed.range)
s <- sim(zsuicide, x = x)
ci.plot(s)

race.range = min(Suicidedata2$race_recode_3):max(Suicidedata2$race_recode_3)
x <- setx(zsuicide, race_recode_3 = race.range)
s <- sim(zsuicide, x = x)
ci.plot(s)

As the race moves from 1: White it decreases in half for 2: Blacks and the least likely to affect the deaths to being suicide was 3: other.
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