rm(list = ls())

library(utf8)
library(cli)
library(crayon)
library(dplyr)
library(tidyr)
library(lubridate)
library(readxl)
library(sas7bdat)

1 Data processing

1.1 Get county-level incidence

#source("get.county.incidence0.R")
#nrow(incidence.by.county) # N = 728,944*

*N = 735,228

1.1.1 Import cumlative case counts

# when updating, change date range in line ~37
cases <- read.csv("inputs/hhs.protect.cases.091220.csv") 
nrow(cases) # N = 3,193 counties (cumulative cases stored in columns)
[1] 3193
ncol(cases) # N = 234* (4 region columns, so 234-4 = 230) days
[1] 238
cases.org <- cases

*N = 238

# calculate last day of dataset
data.day.1 <- ymd("2020/01/22")
data.day.1 + ncol(cases.org) - 4 - 1 # last date = 2020-09-11
[1] "2020-09-11"

1.1.2 Clean up data

colnames(cases.org)[1] <- "county.fips"
cases.org$county.fips <- as.character(cases.org$county.fips)

# add leading zero to county.fips with <6 digits
nrow(cases.org) # N = 3,193
[1] 3193
nrow(cases.org[nchar(cases.org$county.fips)==5, ]) # N = 2,869
[1] 2869
nrow(cases.org[nchar(cases.org$county.fips)==4, ]) # N = 324 FIPS with dropped leading zeros
[1] 324
cases.org[nchar(cases.org$county.fips)==4, ]$county.fips <-
  paste0("0", cases.org[nchar(cases.org$county.fips)==4, ]$county.fips)

nrow(cases.org[nchar(cases.org$county.fips)==5, ]) # N = 3,193
[1] 3193
cases.org

1.1.3 Calculate daily incidence

# convert from wide to long
cases.long <- cases.org %>%
  gather(key=date, n.cases, X1.22.2020:X9.11.2020) %>%
  group_by(county.fips) %>%
  mutate(lag.n.cases = dplyr::lag(n.cases)) %>%
  mutate(daily.n.cases = n.cases - lag.n.cases)
cases.long

1.1.4 Import county population data

# import county population data
county.p <- read.sas7bdat("inputs/uscounties2.sas7bdat", debug = FALSE)

nrow(county.p) # N = 3,142
[1] 3142
colnames(county.p)[3] <- "pop.2019"
colnames(county.p)[5] <- "county.fips"
colnames(county.p)[6] <- "msa"

county.p
#temp <- county.p %>% dplyr::select(County, State, county.fips, pop.2019)
#write.csv(temp, "all.county.fips.codes.csv")
county.pop <- county.p

# data cleaning
county.pop$county.fips <- as.character(county.pop$county.fips)

# add leading zeros to FIPs
nrow(county.pop) # N = 3,142
[1] 3142
nrow(county.pop[nchar(county.pop$county.fips)==5, ]) # N = 2,826
[1] 2826
nrow(county.pop[nchar(county.pop$county.fips)==4, ]) # N = 316, FIPs with dropped zeroes
[1] 316
county.pop[nchar(county.pop$county.fips)==4, ]$county.fips <-
  paste0("0",county.pop[nchar(county.pop$county.fips)==4, ]$county.fips)

nrow(county.pop[nchar(county.pop$county.fips)==5, ]) # N = 3,193
[1] 3142
# N = 3,142?
county.pop  %>%
  dplyr::select(county.fips, pop.2019, msa)

county.pop
# join case and population data
# calculate daily incidence / 100k population
incidence.by.county <- cases.long %>%
  left_join(county.pop, by = "county.fips") %>%
  mutate(n.case.per.100k = ((daily.n.cases/pop.2019) * 100000))
incidence.by.county
# calculate moving average over 7 days, as: average of cases over 7 days / 100k population
# using current day and averages over 6 lagged days
incidence.by.county <- incidence.by.county %>%
  group_by(county.fips) %>%
  mutate(lag1 = lag(daily.n.cases),
         lag2 = lag(daily.n.cases, 2),
         lag3 = lag(daily.n.cases, 3),
         lag4 = lag(daily.n.cases, 4),
         lag5 = lag(daily.n.cases, 5),
         lag6 = lag(daily.n.cases, 6),
         lag.avg.7day = ((daily.n.cases + lag1 + lag2 + lag3 + lag4 + lag5 + lag6)/7/pop.2019) * 100000)

# calculate moving average over 7 days, as: avg of cases over 7 days / 100k population
# calculate using current day and 7 leads
incidence.by.county <- incidence.by.county %>%
  group_by(county.fips) %>%
  mutate(lead1 = lead(daily.n.cases),
         lead2 = lead(daily.n.cases, 2),
         lead3 = lead(daily.n.cases, 3),
         lead4 = lead(daily.n.cases, 4),
         lead5 = lead(daily.n.cases, 5),
         lead6 = lead(daily.n.cases, 6),
         lead.avg.7day = ((daily.n.cases + lead1 + lead2 + lead3 + lead4 + lead5 + lead6)/7/pop.2019) * 100000)

incidence.by.county
# calculate moving average over 7 days, as: avg of cases over 7 days / 100k population
# calculate using current day and 7 leads
incidence.by.county <- incidence.by.county %>%
  group_by(county.fips) %>%
  mutate(avg.7day = ((daily.n.cases + lead1 + lead2 + lead3 + lag1 + lag2 + lag3)/7/pop.2019) * 100000)

incidence.by.county
# clean up data
incidence.by.county$date <- gsub("X", "", incidence.by.county$date)
incidence.by.county$date <- mdy(incidence.by.county$date)

# exclude cases that were not allocated to a county
# n = 50 county.fips codes designated for "unallocated" cases, for each state
incidence.by.county %>%
  ungroup() %>%
  select(county.fips) %>%
  distinct() %>%
  summarize('n.counties' = n()) # N = 3,193

nrow(incidence.by.county) # N = 734,390 ***(N = 747,162?)***
[1] 747162
incidence.by.county <- incidence.by.county[!grepl("Unallocated", incidence.by.county$county), ]

nrow(incidence.by.county) # N = 722,890 ***(N = 735,462?)***
[1] 735462
incidence.by.county %>%
  ungroup() %>%
  select(county.fips) %>%
  distinct() %>%
  summarize ('n.counties' = n()) # N = 3,143
# there is one county.fips code with no county name or data
incidence.by.county <- incidence.by.county %>%
  filter(county.fips != "02270")

nrow(incidence.by.county) # N = 722,660 ***(N = 735,228?)***
[1] 735228
incidence.by.county %>%
  ungroup() %>%
  select(county.fips) %>%
  distinct() %>%
  summarize ('n.counties' = n()) # N = 3,192 ***(N = 3,142?)***

# View(incidence.by.county)
# check <- sample(incidence.by.county$county.fips, size=1)
# View(incidence.by.county %>% filter(county.fips==check))

1.2 Get county-level hotspot status

#source("get.county.hs.status0.R")
#nrow(hs.counties) # N = 13,726
# import data
hs.counties <- read_excel("inputs/Emerging Counties Processed 2020-09-09.xlsx", sheet = "History")
nrow(hs.counties) # N = 13,726 for 9/9/2020 data
[1] 13726
str(hs.counties)
tibble [13,726 x 10] (S3: tbl_df/tbl/data.frame)
 $ Data Date               : POSIXct[1:13726], format: "2020-03-08" "2020-03-09" ...
 $ FIPS                    : num [1:13726] 53033 53033 36119 53033 36119 ...
 $ County                  : chr [1:13726] "King County" "King County" "Westchester County" "King County" ...
 $ State                   : chr [1:13726] "WA" "WA" "NY" "WA" ...
 $ FEMA Region             : num [1:13726] 10 10 2 10 2 10 9 2 10 9 ...
 $ CBSA Code               : num [1:13726] 42660 42660 35620 42660 35620 ...
 $ CBSA                    : chr [1:13726] "Seattle-Tacoma-Bellevue, WA" "Seattle-Tacoma-Bellevue, WA" "New York-Newark-Jersey City, NY-NJ-PA" "Seattle-Tacoma-Bellevue, WA" ...
 $ Last on List - Data Date: POSIXct[1:13726], format: NA "2020-03-08" ...
 $ Days Since Last on List : num [1:13726] NA 1 NA 1 1 1 NA 1 1 1 ...
 $ New by CDC Definition   : logi [1:13726] TRUE FALSE TRUE FALSE FALSE FALSE ...
# convert to date format
colnames(hs.counties)[1] <- "data.date"
hs.counties$data.date <- ymd(hs.counties$data.date)

# convert fips code to character
colnames(hs.counties)[2] <- "county.fips"
hs.counties$county.fips <- as.character(hs.counties$county.fips)

# add leading zeros
nrow(hs.counties) # N = 13,560 ***(N = 13,726?)***
[1] 13726
nrow(hs.counties[nchar(hs.counties$county.fips)==5, ]) # N = 11,482 ***(N = 11,640?)***
[1] 11640
nrow(hs.counties[nchar(hs.counties$county.fips)==4, ]) # N = 2,078, ***(N = 2,086?) counties with dropped leading zeros in fips codes
[1] 2086
hs.counties[nchar(hs.counties$county.fips)==4, ]$county.fips <- paste0("0", hs.counties[nchar(hs.counties$county.fips)==4, ]$county.fips)
nrow(hs.counties[nchar(hs.counties$county.fips)==5, ]) # N = 13,560 ***(N = 13,726?)***
[1] 13726
# convert date format
colnames(hs.counties)[10] <- "new.cdc"

# add indicator for newly identified HS
hs.counties$new.hs <- 0
hs.counties[!is.na(hs.counties$new.cdc) & hs.counties$new.cdc == TRUE, "new.hs"] <- 1

# add indicator variable to differentiate HS counties after merge
hs.counties$hs.status <- 1

# limit dataset to fips code and hs status
hs.counties <- hs.counties %>%
  select(county.fips, data.date, hs.status, new.cdc, new.hs)
hs.counties

1.3 Get IHE county abstracted data

#source("get.abstracted.data0.R")
#nrow(ihe.data) # N = 133
#table(ihe.data$open.type)
# import data
ihe.data <- read_excel("inputs/ihe.hotspots.abstraction.091320.xlsx", sheet = "university.sample.082620")
nrow(ihe.data) # N = 152 for 9/13/2020 data
[1] 152
# convert fips to character, add leading zeros
ihe.data$county.fips <- as.character(ihe.data$county.fips)

# add a leading zero to any county.fips that only have 6 digits
nrow(ihe.data) # N = 152
[1] 152
nrow(ihe.data[nchar(ihe.data$county.fips)==5, ]) # N = 119
[1] 119
nrow(ihe.data[nchar(ihe.data$county.fips)==4, ]) # N = 33, counties with dropped leading zeros
[1] 33
ihe.data[nchar(ihe.data$county.fips)==4, ]$county.fips <-
  paste0("0", ihe.data[nchar(ihe.data$county.fips)==4, ]$county.fips)

nrow(ihe.data[nchar(ihe.data$county.fips)==5, ]) # N = 152
[1] 152
# add variable indicating IHE after merge
ihe.data$ihe.status <- 1

# recast dates
ihe.data$open.date <- ymd(ihe.data$open.date)

# exclude observations
ihe.data <- ihe.data %>%
  filter(include == 1)

nrow(ihe.data) # N = 149
[1] 149
ihe.data
# finalize dataset for use in next step
#ihe.data <- ihe.data %>%
#  select(ihe.status, unitid, county.fips, include, open.date, open.type)

#str(ihe.data)
#nrow(ihe.data) # N = 149

1.3.1 Identify counties with multiple IHEs, choose the earliest opener

#ihe.data <- ihe.data %>%
#  group_by(county.fips) %>%
#  filter(open.date == min(open.date))

#nrow(ihe.data) # N = 134 (16 were dropped because they shared a county with another school)

## there is one county w 2 IHEs with identical open.dates and open.type: 06037
#ihe.data <- ihe.data %>%
#  group_by(county.fips) %>%
#  slice(1) 

#nrow(ihe.data) # N = 133, (1 more dropped for a total of 17)
#sum(ihe.data$ihe.status)
# get some basic info about the data
#ihe.data %>%
#  ungroup %>%
#  select(county.fips) %>%
#  distinct() %>%
#  summarize ('n.counties' = n()) # N = 133

#median(ihe.data$open.date) # 2020-08-24

1.3.2 Target end data date to use half the data and get 3 weeks of observation

#median(ihe.data$open.date) + 21 # 2020-09-14
#min(ihe.data$open.date) # 2020-07-27
#mean(ihe.data$open.date) # 2020-08-25
#max(ihe.data$open.date) # 2020-09-30

1.4 Merge county-level indicators (msa, pop) and IHE status

#source("get.merged.all.county.data0.R")
#nrow(all.county.data) # N = 3,142
# join the two datasets
all.county.data <- left_join(county.pop, ihe.data, by = "county.fips")

# assign ihs=0 to counties with no IHE
all.county.data[is.na(all.county.data$ihe.status), "ihe.status"] <- 0

# get median and set as open.date for ihe==0 counties
median.date <- median(all.county.data$open.date, na.rm = TRUE)
all.county.data$open.date.v1 <- all.county.data$open.date # copy over IHE county open.dates
all.county.data[all.county.data$ihe.status == 0, "open.date.v1"] <- median.date # replace NA with median value

# drop the include variable
all.county.data <- all.county.data %>%
  select(-matches("include"))
# check basic info
sum(all.county.data$ihe.status) # N = 133
[1] 149
all.county.data %>%
  select(county.fips) %>%
  distinct() %>%
  summarize ('n.counties' = n()) # N = 133 ***(N = 3,142?)***

table(all.county.data$open.date)

2020-07-27 2020-08-10 2020-08-12 2020-08-17 2020-08-18 2020-08-19 2020-08-20 
         1          3          1         23          1          7          4 
2020-08-22 2020-08-24 2020-08-25 2020-08-26 2020-08-27 2020-08-29 2020-08-31 
         4         52          3          6          1          2         10 
2020-09-01 2020-09-02 2020-09-07 2020-09-08 2020-09-09 2020-09-14 2020-09-16 
         5          7          1          2          2          1          1 
2020-09-19 2020-09-23 2020-09-27 2020-09-28 2020-09-29 2020-09-30 
         1          2          1          6          1          1 
### write file to send to GRASP (and in general)
#write.csv(all.county.data, "outputs/ihe.hotspots.all.counties.csv")
write.csv(all.county.data, "outputs/ihe.hotspots.all.counties2.csv")
# drop msa type and population counts, because they'll be brought in with the incidence file
# also drop open.date.v1, since we'll assign that in analysis file based on subsample used in analysis
all.county.data_1 <- all.county.data %>%
  select(-matches(c("msa", "pop.2019", "open.date.v1")))
# NOTE: merged county info will be exported to GRASP to return matches
# merge incidence and hotspot data
temp <- left_join(incidence.by.county,hs.counties,
                  by = c("county.fips"="county.fips",
                         "date" = "data.date"))

# merge incidence/hotspot and ihe abstraction data
temp <- left_join(temp, all.county.data,
                  by = "county.fips")
# check a random county
#check <- sample(temp$county.fips, size=1)
#View(temp %>% filter(county.fips==check))
# check brazos county tx
#View(temp %>% filter(county.fips=="48041"))
#View(incidence.by.county)
###### save big file #######
#write.csv(temp, "outputs/df_merge.csv")

2 Analysis

# bring in data from merges
a.data <- temp
# simple diagnostics on data
# counties in dataset
a.data %>%
    ungroup %>%
    select(county.fips) %>%
    distinct() %>%
    summarize ('n.counties' = n()) # N = 3,142
# counties with no IHEs
a.data %>%
    ungroup %>%
    filter(ihe.status == 0) %>%
    select(county.fips) %>%
    distinct() %>%
    summarize ('n.counties' = n()) # N = 3,009
# counties with IHEs
a.data %>%
    ungroup %>%
    filter(ihe.status == 1) %>%
    select(county.fips) %>%
    distinct() %>%
    summarize ('n.counties' = n()) # N = 133
# count by ihe.status
(t0.a <- a.data %>% 
    select(county.fips, ihe.status) %>%
    distinct() %>%
    group_by(ihe.status) %>%
    summarize(count = n()))
# count by open.type
(t0.b <- a.data %>% 
    select(county.fips, ihe.status, open.type) %>%
    distinct() %>%
    group_by(ihe.status, open.type) %>%
    summarize(count = n()) %>%
    tidyr::spread(key = open.type, value = count))
# open dates
mean(a.data$open.date, na.rm = TRUE)
[1] "2020-08-26"
median(a.data$open.date, na.rm = TRUE)
[1] "2020-08-24"
# make exclusions
# exclude data from the first part of the year, drop all before June 1st
a.data <- a.data %>%
    filter((date >= mdy("6/1/2020")))

nrow(a.data) # N = 311,157 ***(N = 323,626)
[1] 325274
# counties in dataset
a.data %>%
    ungroup %>%
    select(county.fips) %>%
    distinct() %>%
    summarize ('n.counties' = n()) # N = 3,142
# exclude any IHE counties that have open date after cutoff (8/21/2020)
# cut off date is 8/24/2020, -14 will allow for calc 7 day average at day +11
cut.off.date <- mdy("9/11/2020") - 14

# drop IHE counties with open date after cut.off.date
a.data <- a.data %>%
    filter(ihe.status == 0 | open.date <= cut.off.date)

# total counties in dataset
a.data %>%
    ungroup %>%
    select(county.fips) %>%
    distinct() %>%
    summarize ('n.counties' = n()) # N = 3100? ***(N = 3,110)***
# count by ihe.status
(t0.a <- a.data %>% 
    select(county.fips, ihe.status) %>%
    distinct() %>%
    group_by(ihe.status) %>%
    summarize(count = n()))
# count by open.type
(t0.b <- a.data %>% 
    select(county.fips, ihe.status, open.type) %>%
    distinct() %>%
    group_by(ihe.status, open.type) %>%
    summarize(count = n()) %>%
    tidyr::spread(key = open.type, value = count))
# open dates
mean(a.data$open.date, na.rm = TRUE)
[1] "2020-08-21"
median(a.data$open.date, na.rm = TRUE)
[1] "2020-08-24"
# 1.0 make any assumptions
# 1.1 establish the open date for any non-IHE counties
median.o.date <- median(a.data$open.date, na.rm = TRUE)

a.data$open.date.v2 <- a.data$open.date # copy over open.date for IHE counties
a.data[a.data$ihe.status == 0, "open.date.v2"] <- median.o.date

# 1.2 assign day 0
a.data$days.from.open.date <- a.data$date - a.data$open.date.v2

# 1.3 remove any data outside observation window
a.data <- a.data %>%
    filter(days.from.open.date >= -28)

a.data %>%
    ungroup %>%
    select(county.fips) %>%
    distinct() %>%
    summarize ('n.counties' = n()) # N = 3100 ***(N = 3,110***)
nrow(a.data) # N = 80895 ***(N = 146,447)***
[1] 146695

2.0.1 Calculate results

# counties with IHEs in MSA = 1
a.data %>%
    ungroup %>%
    filter(ihe.status == 1) %>%
    select(county.fips) %>%
    distinct() %>%
    summarize ('n.counties' = n()) # N = 91 ***(N = 101)***
# counties with IHEs in MSA = 1
a.data %>%
    ungroup %>%
    filter(ihe.status == 0) %>%
    select(county.fips) %>%
    distinct() %>%
    summarize ('n.counties' = n()) # N = 91 ***(N = 3009)***

2.0.2 Prelim results

# set the windows of observation
looks <- c(-21, -14, -7, 0, 7, 14)

# means
(t1.a <- a.data %>%
        filter(days.from.open.date %in% looks) %>%
        group_by(ihe.status, days.from.open.date) %>%
        summarize(avg = mean(avg.7day, na.rm = TRUE)) %>%
        tidyr::spread(key = days.from.open.date, value = avg))
# medians
(t1.a <- a.data %>%
        filter(days.from.open.date %in% looks) %>%
        group_by(ihe.status, days.from.open.date) %>%
        summarize(median = median(avg.7day, na.rm = TRUE)) %>%
        tidyr::spread(key = days.from.open.date, value = median))
# counts
(t1.a <- a.data %>%
        filter(days.from.open.date %in% looks) %>%
        group_by(ihe.status, days.from.open.date) %>%
        summarize(count = n()) %>%
        tidyr::spread(key = days.from.open.date, value = count))
# hotspots, counts
# generate simple before/after variable
a.data$after.day.0 <- a.data$days.from.open.date > 0

# counts of new hotspots
(t2.a <- a.data %>%
        group_by(ihe.status, after.day.0) %>%
        summarize(count = sum(new.hs, na.rm = TRUE)) %>%
        tidyr::spread(key = after.day.0, value = count))
# counts of total counties
(t2.b <- a.data %>%
        group_by(ihe.status, after.day.0) %>%
        distinct(county.fips) %>%
        summarize(count = n()) %>%
        tidyr::spread(key = after.day.0, value = count))
# proportions of counties w hotspots
# before
101/3009
[1] 0.03356597
11/101
[1] 0.1089109
# after
151/3009
[1] 0.05018278
32/101
[1] 0.3168317
# means by ihe status and open type
(t1.a <- a.data %>%
     filter(days.from.open.date %in% looks) %>%
     group_by(ihe.status, open.type, days.from.open.date) %>%
     summarize(avg = mean(avg.7day, na.rm = TRUE)) %>%
     tidyr::spread(key = days.from.open.date, value = avg))
---
title: "notebook"
output: 
  html_notebook: 
    highlight: pygments
    theme: cerulean
    number_sections: yes
  html_document: 
    theme: cosmo
    keep_md: yes
---

```{r setup, include=FALSE}
knitr::opts_chunk$set(
	echo = TRUE,
	message = FALSE,
	warning = FALSE,
	include = TRUE
)
```

```{r}
rm(list = ls())

library(utf8)
library(cli)
library(crayon)
library(dplyr)
library(tidyr)
library(lubridate)
library(readxl)
library(sas7bdat)
```

# Data processing

## Get county-level incidence


```{r}
#source("get.county.incidence0.R")
#nrow(incidence.by.county) # N = 728,944*
```
*N = 735,228

### Import cumlative case counts

```{r}
# when updating, change date range in line ~37
cases <- read.csv("inputs/hhs.protect.cases.091220.csv") 
nrow(cases) # N = 3,193 counties (cumulative cases stored in columns)
ncol(cases) # N = 234* (4 region columns, so 234-4 = 230) days

cases.org <- cases
```
*N = 238

```{r}
# calculate last day of dataset
data.day.1 <- ymd("2020/01/22")
data.day.1 + ncol(cases.org) - 4 - 1 # last date = 2020-09-11
```

### Clean up data

```{r}
colnames(cases.org)[1] <- "county.fips"
cases.org$county.fips <- as.character(cases.org$county.fips)

# add leading zero to county.fips with <6 digits
nrow(cases.org) # N = 3,193
nrow(cases.org[nchar(cases.org$county.fips)==5, ]) # N = 2,869
nrow(cases.org[nchar(cases.org$county.fips)==4, ]) # N = 324 FIPS with dropped leading zeros

cases.org[nchar(cases.org$county.fips)==4, ]$county.fips <-
  paste0("0", cases.org[nchar(cases.org$county.fips)==4, ]$county.fips)

nrow(cases.org[nchar(cases.org$county.fips)==5, ]) # N = 3,193
```

```{r}
cases.org
```

### Calculate daily incidence

```{r}
# convert from wide to long
cases.long <- cases.org %>%
  gather(key=date, n.cases, X1.22.2020:X9.11.2020) %>%
  group_by(county.fips) %>%
  mutate(lag.n.cases = dplyr::lag(n.cases)) %>%
  mutate(daily.n.cases = n.cases - lag.n.cases)
cases.long
```

### Import county population data

```{r}
# import county population data
county.p <- read.sas7bdat("inputs/uscounties2.sas7bdat", debug = FALSE)

nrow(county.p) # N = 3,142

colnames(county.p)[3] <- "pop.2019"
colnames(county.p)[5] <- "county.fips"
colnames(county.p)[6] <- "msa"

county.p
#temp <- county.p %>% dplyr::select(County, State, county.fips, pop.2019)
#write.csv(temp, "all.county.fips.codes.csv")
```

```{r}
county.pop <- county.p

# data cleaning
county.pop$county.fips <- as.character(county.pop$county.fips)

# add leading zeros to FIPs
nrow(county.pop) # N = 3,142
nrow(county.pop[nchar(county.pop$county.fips)==5, ]) # N = 2,826
nrow(county.pop[nchar(county.pop$county.fips)==4, ]) # N = 316, FIPs with dropped zeroes

county.pop[nchar(county.pop$county.fips)==4, ]$county.fips <-
  paste0("0",county.pop[nchar(county.pop$county.fips)==4, ]$county.fips)

nrow(county.pop[nchar(county.pop$county.fips)==5, ]) # N = 3,193
# N = 3,142?
```

```{r}
county.pop  %>%
  dplyr::select(county.fips, pop.2019, msa)

county.pop
```

```{r}
# join case and population data
# calculate daily incidence / 100k population
incidence.by.county <- cases.long %>%
  left_join(county.pop, by = "county.fips") %>%
  mutate(n.case.per.100k = ((daily.n.cases/pop.2019) * 100000))
incidence.by.county
```

```{r}
# calculate moving average over 7 days, as: average of cases over 7 days / 100k population
# using current day and averages over 6 lagged days
incidence.by.county <- incidence.by.county %>%
  group_by(county.fips) %>%
  mutate(lag1 = lag(daily.n.cases),
         lag2 = lag(daily.n.cases, 2),
         lag3 = lag(daily.n.cases, 3),
         lag4 = lag(daily.n.cases, 4),
         lag5 = lag(daily.n.cases, 5),
         lag6 = lag(daily.n.cases, 6),
         lag.avg.7day = ((daily.n.cases + lag1 + lag2 + lag3 + lag4 + lag5 + lag6)/7/pop.2019) * 100000)

# calculate moving average over 7 days, as: avg of cases over 7 days / 100k population
# calculate using current day and 7 leads
incidence.by.county <- incidence.by.county %>%
  group_by(county.fips) %>%
  mutate(lead1 = lead(daily.n.cases),
         lead2 = lead(daily.n.cases, 2),
         lead3 = lead(daily.n.cases, 3),
         lead4 = lead(daily.n.cases, 4),
         lead5 = lead(daily.n.cases, 5),
         lead6 = lead(daily.n.cases, 6),
         lead.avg.7day = ((daily.n.cases + lead1 + lead2 + lead3 + lead4 + lead5 + lead6)/7/pop.2019) * 100000)

incidence.by.county
```

```{r}
# calculate moving average over 7 days, as: avg of cases over 7 days / 100k population
# calculate using current day and 7 leads
incidence.by.county <- incidence.by.county %>%
  group_by(county.fips) %>%
  mutate(avg.7day = ((daily.n.cases + lead1 + lead2 + lead3 + lag1 + lag2 + lag3)/7/pop.2019) * 100000)

incidence.by.county
```

```{r}
# clean up data
incidence.by.county$date <- gsub("X", "", incidence.by.county$date)
incidence.by.county$date <- mdy(incidence.by.county$date)

# exclude cases that were not allocated to a county
# n = 50 county.fips codes designated for "unallocated" cases, for each state
incidence.by.county %>%
  ungroup() %>%
  select(county.fips) %>%
  distinct() %>%
  summarize('n.counties' = n()) # N = 3,193

nrow(incidence.by.county) # N = 734,390 ***(N = 747,162?)***
```

```{r}
incidence.by.county <- incidence.by.county[!grepl("Unallocated", incidence.by.county$county), ]

nrow(incidence.by.county) # N = 722,890 ***(N = 735,462?)***

incidence.by.county %>%
  ungroup() %>%
  select(county.fips) %>%
  distinct() %>%
  summarize ('n.counties' = n()) # N = 3,143
```

```{r}
# there is one county.fips code with no county name or data
incidence.by.county <- incidence.by.county %>%
  filter(county.fips != "02270")

nrow(incidence.by.county) # N = 722,660 ***(N = 735,228?)***

incidence.by.county %>%
  ungroup() %>%
  select(county.fips) %>%
  distinct() %>%
  summarize ('n.counties' = n()) # N = 3,192 ***(N = 3,142?)***

# View(incidence.by.county)
# check <- sample(incidence.by.county$county.fips, size=1)
# View(incidence.by.county %>% filter(county.fips==check))
```


## Get county-level hotspot status


```{r}
#source("get.county.hs.status0.R")
#nrow(hs.counties) # N = 13,726
```

```{r}
# import data
hs.counties <- read_excel("inputs/Emerging Counties Processed 2020-09-09.xlsx", sheet = "History")
nrow(hs.counties) # N = 13,726 for 9/9/2020 data
str(hs.counties)

# convert to date format
colnames(hs.counties)[1] <- "data.date"
hs.counties$data.date <- ymd(hs.counties$data.date)

# convert fips code to character
colnames(hs.counties)[2] <- "county.fips"
hs.counties$county.fips <- as.character(hs.counties$county.fips)

# add leading zeros
nrow(hs.counties) # N = 13,560 ***(N = 13,726?)***
nrow(hs.counties[nchar(hs.counties$county.fips)==5, ]) # N = 11,482 ***(N = 11,640?)***
nrow(hs.counties[nchar(hs.counties$county.fips)==4, ]) # N = 2,078, ***(N = 2,086?) counties with dropped leading zeros in fips codes

hs.counties[nchar(hs.counties$county.fips)==4, ]$county.fips <- paste0("0", hs.counties[nchar(hs.counties$county.fips)==4, ]$county.fips)
nrow(hs.counties[nchar(hs.counties$county.fips)==5, ]) # N = 13,560 ***(N = 13,726?)***

# convert date format
colnames(hs.counties)[10] <- "new.cdc"

# add indicator for newly identified HS
hs.counties$new.hs <- 0
hs.counties[!is.na(hs.counties$new.cdc) & hs.counties$new.cdc == TRUE, "new.hs"] <- 1

# add indicator variable to differentiate HS counties after merge
hs.counties$hs.status <- 1

# limit dataset to fips code and hs status
hs.counties <- hs.counties %>%
  select(county.fips, data.date, hs.status, new.cdc, new.hs)
```

```{r}
hs.counties
```


## Get IHE county abstracted data


```{r}
#source("get.abstracted.data0.R")
#nrow(ihe.data) # N = 133
#table(ihe.data$open.type)
```

```{r}
# import data
ihe.data <- read_excel("inputs/ihe.hotspots.abstraction.091320.xlsx", sheet = "university.sample.082620")
nrow(ihe.data) # N = 152 for 9/13/2020 data

# convert fips to character, add leading zeros
ihe.data$county.fips <- as.character(ihe.data$county.fips)

# add a leading zero to any county.fips that only have 6 digits
nrow(ihe.data) # N = 152
nrow(ihe.data[nchar(ihe.data$county.fips)==5, ]) # N = 119
nrow(ihe.data[nchar(ihe.data$county.fips)==4, ]) # N = 33, counties with dropped leading zeros

ihe.data[nchar(ihe.data$county.fips)==4, ]$county.fips <-
  paste0("0", ihe.data[nchar(ihe.data$county.fips)==4, ]$county.fips)

nrow(ihe.data[nchar(ihe.data$county.fips)==5, ]) # N = 152

# add variable indicating IHE after merge
ihe.data$ihe.status <- 1

# recast dates
ihe.data$open.date <- ymd(ihe.data$open.date)

# exclude observations
ihe.data <- ihe.data %>%
  filter(include == 1)

nrow(ihe.data) # N = 149
```
```{r}
ihe.data
```


```{r}
# finalize dataset for use in next step
#ihe.data <- ihe.data %>%
#  select(ihe.status, unitid, county.fips, include, open.date, open.type)

#str(ihe.data)
#nrow(ihe.data) # N = 149
```

### Identify counties with multiple IHEs, choose the earliest opener

```{r}
#ihe.data <- ihe.data %>%
#  group_by(county.fips) %>%
#  filter(open.date == min(open.date))

#nrow(ihe.data) # N = 134 (16 were dropped because they shared a county with another school)

## there is one county w 2 IHEs with identical open.dates and open.type: 06037
#ihe.data <- ihe.data %>%
#  group_by(county.fips) %>%
#  slice(1) 

#nrow(ihe.data) # N = 133, (1 more dropped for a total of 17)
#sum(ihe.data$ihe.status)
```

```{r}
# get some basic info about the data
#ihe.data %>%
#  ungroup %>%
#  select(county.fips) %>%
#  distinct() %>%
#  summarize ('n.counties' = n()) # N = 133

#median(ihe.data$open.date) # 2020-08-24
```

### Target end data date to use half the data and get 3 weeks of observation

```{r}
#median(ihe.data$open.date) + 21 # 2020-09-14
#min(ihe.data$open.date) # 2020-07-27
#mean(ihe.data$open.date) # 2020-08-25
#max(ihe.data$open.date) # 2020-09-30
```


## Merge county-level indicators (msa, pop) and IHE status


```{r}
#source("get.merged.all.county.data0.R")
#nrow(all.county.data) # N = 3,142
```

```{r}
# join the two datasets
all.county.data <- left_join(county.pop, ihe.data, by = "county.fips")

# assign ihs=0 to counties with no IHE
all.county.data[is.na(all.county.data$ihe.status), "ihe.status"] <- 0

# get median and set as open.date for ihe==0 counties
median.date <- median(all.county.data$open.date, na.rm = TRUE)
all.county.data$open.date.v1 <- all.county.data$open.date # copy over IHE county open.dates
all.county.data[all.county.data$ihe.status == 0, "open.date.v1"] <- median.date # replace NA with median value

# drop the include variable
all.county.data <- all.county.data %>%
  select(-matches("include"))
```

```{r}
# check basic info
sum(all.county.data$ihe.status) # N = 133
all.county.data %>%
  select(county.fips) %>%
  distinct() %>%
  summarize ('n.counties' = n()) # N = 133 ***(N = 3,142?)***

table(all.county.data$open.date)

### write file to send to GRASP (and in general)
#write.csv(all.county.data, "outputs/ihe.hotspots.all.counties.csv")
write.csv(all.county.data, "outputs/ihe.hotspots.all.counties2.csv")
```


```{r}
# drop msa type and population counts, because they'll be brought in with the incidence file
# also drop open.date.v1, since we'll assign that in analysis file based on subsample used in analysis
all.county.data_1 <- all.county.data %>%
  select(-matches(c("msa", "pop.2019", "open.date.v1")))
```

```{r}
# NOTE: merged county info will be exported to GRASP to return matches
# merge incidence and hotspot data
temp <- left_join(incidence.by.county,hs.counties,
                  by = c("county.fips"="county.fips",
                         "date" = "data.date"))

# merge incidence/hotspot and ihe abstraction data
temp <- left_join(temp, all.county.data,
                  by = "county.fips")
```

```{r}
# check a random county
#check <- sample(temp$county.fips, size=1)
#View(temp %>% filter(county.fips==check))
# check brazos county tx
#View(temp %>% filter(county.fips=="48041"))
#View(incidence.by.county)
```

```{r}
###### save big file #######
#write.csv(temp, "outputs/df_merge.csv")
```


# Analysis


```{r}
# bring in data from merges
a.data <- temp
```

```{r}
# simple diagnostics on data
# counties in dataset
a.data %>%
    ungroup %>%
    select(county.fips) %>%
    distinct() %>%
    summarize ('n.counties' = n()) # N = 3,142
```

```{r}
# counties with no IHEs
a.data %>%
    ungroup %>%
    filter(ihe.status == 0) %>%
    select(county.fips) %>%
    distinct() %>%
    summarize ('n.counties' = n()) # N = 3,009
```

```{r}
# counties with IHEs
a.data %>%
    ungroup %>%
    filter(ihe.status == 1) %>%
    select(county.fips) %>%
    distinct() %>%
    summarize ('n.counties' = n()) # N = 133
```

```{r}
# count by ihe.status
(t0.a <- a.data %>% 
    select(county.fips, ihe.status) %>%
    distinct() %>%
    group_by(ihe.status) %>%
    summarize(count = n()))
```

```{r}
# count by open.type
(t0.b <- a.data %>% 
    select(county.fips, ihe.status, open.type) %>%
    distinct() %>%
    group_by(ihe.status, open.type) %>%
    summarize(count = n()) %>%
    tidyr::spread(key = open.type, value = count))
```

```{r}
# open dates
mean(a.data$open.date, na.rm = TRUE)
median(a.data$open.date, na.rm = TRUE)
```

```{r}
# make exclusions
# exclude data from the first part of the year, drop all before June 1st
a.data <- a.data %>%
    filter((date >= mdy("6/1/2020")))

nrow(a.data) # N = 311,157 ***(N = 323,626)
```

```{r}
# counties in dataset
a.data %>%
    ungroup %>%
    select(county.fips) %>%
    distinct() %>%
    summarize ('n.counties' = n()) # N = 3,142
```

```{r}
# exclude any IHE counties that have open date after cutoff (8/21/2020)
# cut off date is 8/24/2020, -14 will allow for calc 7 day average at day +11
cut.off.date <- mdy("9/11/2020") - 14

# drop IHE counties with open date after cut.off.date
a.data <- a.data %>%
    filter(ihe.status == 0 | open.date <= cut.off.date)

# total counties in dataset
a.data %>%
    ungroup %>%
    select(county.fips) %>%
    distinct() %>%
    summarize ('n.counties' = n()) # N = 3100? ***(N = 3,110)***
```

```{r}
# count by ihe.status
(t0.a <- a.data %>% 
    select(county.fips, ihe.status) %>%
    distinct() %>%
    group_by(ihe.status) %>%
    summarize(count = n()))
```

```{r}
# count by open.type
(t0.b <- a.data %>% 
    select(county.fips, ihe.status, open.type) %>%
    distinct() %>%
    group_by(ihe.status, open.type) %>%
    summarize(count = n()) %>%
    tidyr::spread(key = open.type, value = count))
```

```{r}
# open dates
mean(a.data$open.date, na.rm = TRUE)
median(a.data$open.date, na.rm = TRUE)
```

```{r}
# 1.0 make any assumptions
# 1.1 establish the open date for any non-IHE counties
median.o.date <- median(a.data$open.date, na.rm = TRUE)

a.data$open.date.v2 <- a.data$open.date # copy over open.date for IHE counties
a.data[a.data$ihe.status == 0, "open.date.v2"] <- median.o.date

# 1.2 assign day 0
a.data$days.from.open.date <- a.data$date - a.data$open.date.v2

# 1.3 remove any data outside observation window
a.data <- a.data %>%
    filter(days.from.open.date >= -28)

a.data %>%
    ungroup %>%
    select(county.fips) %>%
    distinct() %>%
    summarize ('n.counties' = n()) # N = 3100 ***(N = 3,110***)
```

```{r}
nrow(a.data) # N = 80895 ***(N = 146,447)***
```


### Calculate results


```{r}
# counties with IHEs in MSA = 1
a.data %>%
    ungroup %>%
    filter(ihe.status == 1) %>%
    select(county.fips) %>%
    distinct() %>%
    summarize ('n.counties' = n()) # N = 91 ***(N = 101)***
```

```{r}
# counties with IHEs in MSA = 1
a.data %>%
    ungroup %>%
    filter(ihe.status == 0) %>%
    select(county.fips) %>%
    distinct() %>%
    summarize ('n.counties' = n()) # N = 91 ***(N = 3009)***
```

### Prelim results

```{r}
# set the windows of observation
looks <- c(-21, -14, -7, 0, 7, 14)

# means
(t1.a <- a.data %>%
        filter(days.from.open.date %in% looks) %>%
        group_by(ihe.status, days.from.open.date) %>%
        summarize(avg = mean(avg.7day, na.rm = TRUE)) %>%
        tidyr::spread(key = days.from.open.date, value = avg))
```

```{r}
# medians
(t1.a <- a.data %>%
        filter(days.from.open.date %in% looks) %>%
        group_by(ihe.status, days.from.open.date) %>%
        summarize(median = median(avg.7day, na.rm = TRUE)) %>%
        tidyr::spread(key = days.from.open.date, value = median))
```

```{r}
# counts
(t1.a <- a.data %>%
        filter(days.from.open.date %in% looks) %>%
        group_by(ihe.status, days.from.open.date) %>%
        summarize(count = n()) %>%
        tidyr::spread(key = days.from.open.date, value = count))
```

```{r}
# hotspots, counts
# generate simple before/after variable
a.data$after.day.0 <- a.data$days.from.open.date > 0

# counts of new hotspots
(t2.a <- a.data %>%
        group_by(ihe.status, after.day.0) %>%
        summarize(count = sum(new.hs, na.rm = TRUE)) %>%
        tidyr::spread(key = after.day.0, value = count))
```

```{r}
# counts of total counties
(t2.b <- a.data %>%
        group_by(ihe.status, after.day.0) %>%
        distinct(county.fips) %>%
        summarize(count = n()) %>%
        tidyr::spread(key = after.day.0, value = count))
```

```{r}
# proportions of counties w hotspots
# before
101/3009
11/101
# after
151/3009
32/101
```

```{r}
# means by ihe status and open type
(t1.a <- a.data %>%
     filter(days.from.open.date %in% looks) %>%
     group_by(ihe.status, open.type, days.from.open.date) %>%
     summarize(avg = mean(avg.7day, na.rm = TRUE)) %>%
     tidyr::spread(key = days.from.open.date, value = avg))
```

