In this script, I select, recode and create variables of the Dutch survey on climate change from I&O research

#Load packages required for dataprep
rm(list = ls())
library(foreign) 
library(tidyverse) 
library(plyr) 
library(dplyr)

2019

#Load the datafiles one by one
io2019 <- foreign::read.spss("/Users/anuschka/Documents/gesis_dir/i&o/i&o2019.sav", use.value.labels = T,  to.data.frame = T)
#Gives a warning because of the open answers (long strings), but I won't use those anyway

#Now I will only select the variables that I need for my thesis, but here you can insert any variable that's in the dataset. Furthermore, I don't want the respondents that completed the survey with panelclix because they have more missings on demographic variables that i want to use
io2019sel <- io2019 %>% filter(bron=="IOPanel") %>%
            select(v18, v10_1:v10_3, v20_2, v20_4, v20_6, v20_8, v19c_1, id, bron, GESLACHT, IOOPLEIDING, IOINKOMEN, IOPOL2017, LEEFTIJD, ETNICITEIT_CBS2STEEKPROEF, stedc, opleiding_her, HUISHOUDENSSAMENSTELLING)

#Let's inspect the other datasets first to determine which questions are asked more often
io2020 <- foreign::read.spss("/Users/anuschka/Documents/gesis_dir/i&o/i&o2020.sav", use.value.labels = T,  to.data.frame = T)

look_for(io2020, "huishouden")

io2020sel <- io2020 %>% filter(bron=="I&O panel") %>%
            select(V01, V02, V10_1:V10_3, v20a_2, v20a_4, v20a_6, v20a_8, bron, id, cross1, IOOPLEIDING, IOINKOMEN, IOPOL2017, LEEFTIJD, OPLEID_HER, ETNICITEIT_CBS2STEEKPROEF, HUISHOUDENSSAMENSTELLING)

io2022 <- foreign::read.spss("/Users/anuschka/Documents/gesis_dir/i&o/i&o2022.sav", use.value.labels = T,  to.data.frame = T)

io2022sel <- io2022 %>% filter(bron=="I&O panel") %>%
            select(V01, V02, v10_1:v10_3, V20a_2, V20a_4, V20a_6, V20a_8, bron, id, cross1, IOOPLEIDING, LEEFTIJD, OPLEID_HER, IOINKOMEN_NEW, IOPOL2021, ETNICITEIT_CBS2STEEKPROEF, opleiding_her, HUISHOUDENSSAMENSTELLING) 

#No urbanity in 2020 and 2022
#Now I've selected the variables, I need to recode them in the same way across the three datasets
io2019sel$worried <- as.numeric(io2019sel$v18)
io2019sel <- io2019sel %>% 
     mutate_at(c("worried"), funs(recode(., `1` = 4, `2` = 3, `3` = 2, `4` = 1)))
io2019sel$worried[io2019sel$worried==5] <- NA

#Have to create a variable that ranges from 1 to 5
io2019sel$worried <- (io2019sel$worried - 1) *(4/3) + 1 

io2019sel$frontrunner <- as.numeric(io2019sel$v20_6)
io2019sel$worry_future <- as.numeric(io2019sel$v20_8)

io2019sel <- io2019sel %>% 
     mutate_at(c("frontrunner", "worry_future"), funs(recode(., `1` = 5, `2` = 4, `3` = 3, `4` = 2, `5`= 1)))

io2019sel$frontrunner[io2019sel$frontrunner==6] <- NA
io2019sel$worry_future[io2019sel$worry_future==6] <- NA

#Make the non-recoded dep vars also numeric, code "idk" as missing. 
io2019sel$resp_citiz <- as.numeric(io2019sel$v20_2)
io2019sel$resp_citiz[io2019sel$resp_citiz==6] <- NA
io2019sel$dk_start <- as.numeric(io2019sel$v20_4)
io2019sel$dk_start[io2019sel$dk_start==6] <- NA
io2019sel$do_gov <- as.numeric(io2019sel$v19c_1)
io2019sel$do_gov[io2019sel$do_gov==4] <- NA
io2019sel$do_gov <- (io2019sel$do_gov - 1) *(4/2) + 1
io2019sel$buss_help <- as.numeric(io2019sel$v10_1)
io2019sel$buss_help[io2019sel$buss_help==6] <- NA
io2019sel$min_contr <- as.numeric(io2019sel$v10_2)
io2019sel$min_contr[io2019sel$min_contr==6] <- NA
io2019sel$human_resp <- as.numeric(io2019sel$v10_3)
io2019sel$human_resp[io2019sel$human_resp==6] <- NA

#Recode the independent vars 
io2019sel$sex <- revalue(io2019sel$GESLACHT, c("Man"="1", "Vrouw"="2"))
table(io2019sel$IOINKOMEN, useNA = "always") 
io2019sel$income <- as.numeric(io2019sel$IOINKOMEN)
io2019sel$income[io2019sel$income==6] <- NA
mean(io2019sel$income, na.rm=T) 
io2019sel$income[is.na(io2019sel$income)] <- 3.076
io2019sel$income_quart <- with(io2019sel, cut(income, 
                                breaks=quantile(income, probs=seq(0,1, by=0.25), na.rm=TRUE), 
                                include.lowest=TRUE))
io2019sel$income_quart <- as.numeric(io2019sel$income_quart)

freq(io2019sel$ETNICITEIT_CBS2STEEKPROEF) 
io2019sel$ethnicity <- revalue(io2019sel$ETNICITEIT_CBS2STEEKPROEF, c("Autochtoon"="dutch", "Westerse allochtoon"="western", "Niet-Westerse allochtoon"="non-western","Onbekend" = "unknown"))

table(io2019sel$IOOPLEIDING)
io2019sel$IOOPLEIDING <- as.numeric(io2019sel$IOOPLEIDING)
io2019sel$isced[io2019sel$IOOPLEIDING == 1] <- 0
io2019sel$isced[io2019sel$IOOPLEIDING == 2] <- 1
io2019sel$isced[io2019sel$IOOPLEIDING == 3] <- 2
io2019sel$isced[io2019sel$IOOPLEIDING == 4] <- 3
io2019sel$isced[io2019sel$IOOPLEIDING == 5] <- 4
io2019sel$isced[io2019sel$IOOPLEIDING == 6 | io2019sel$IOOPLEIDING ==7] <- 5

io2019sel$educ_cat <- revalue(io2019sel$opleiding_her, c("Laag"="Low", "Middelbaar"="Medium", "Hoog"="High"))
io2019sel$urban <- revalue(io2019sel$stedc, c("Niet stedelijk"= "Low urbanity", "Weinig stedelijk"="Low urbanity", "Matig stedelijk"="Medium urbanity", "Sterk stedelijk"="High urbanity", "Zeer sterk stedelijk"="High urbanity"))
table(io2019sel$urban, useNA = "always") #2 missings

table(io2019sel$HUISHOUDENSSAMENSTELLING, useNA = "always")
io2019sel$HUISHOUDENSSAMENSTELLING <- as.numeric(io2019sel$HUISHOUDENSSAMENSTELLING)
io2019sel$marstat[io2019sel$HUISHOUDENSSAMENSTELLING==3 | io2019sel$HUISHOUDENSSAMENSTELLING ==4 | io2019sel$HUISHOUDENSSAMENSTELLING ==5] <- 1
io2019sel$marstat[io2019sel$HUISHOUDENSSAMENSTELLING==1 | io2019sel$HUISHOUDENSSAMENSTELLING ==2 | io2019sel$HUISHOUDENSSAMENSTELLING ==6] <- 2
io2019sel$marstat[io2019sel$HUISHOUDENSSAMENSTELLING ==7 ] <- NA
table(io2019sel$marstat, useNA = "always")

io2019sel$age <- as.numeric(as.character(io2019sel$LEEFTIJD))

#Lr placement based on CHES en poppa data on expert means
load("/Users/anuschka/Documents/climatechange/climatechange/data/all_waves/expert.RData")
io2019sel$party_name <- as.character(io2019sel$IOPOL2017)
io2019sel$party_name <- revalue(io2019sel$party_name, c("ChristenUnie"= "CU", "50 Plus"="50PLUS", "GroenLinks"="GL", "Partij voor de Dieren"="PvdD", "Forum voor Democratie"="FvD"))
io2019sel <- io2019sel %>% left_join(expert2, by="party_name") 

table(io2019sel$lroverall_mean, useNA = "always")

#Missings
lapply(io2019sel, table, useNA = "always")

mis_vars <- c("lroverall_mean") 

for (var in mis_vars) {
  io2019sel[is.na(io2019sel[,var]), var] <- mean(io2019sel[,var], na.rm = TRUE)
}

#Now I again select the variables that I want to keep
io2019sel <- io2019sel %>% 
            select(id, worried, frontrunner, worry_future, resp_citiz, dk_start, do_gov, buss_help, min_contr, human_resp, sex, educ_cat, isced, urban, age, income_quart, IOINKOMEN, IOPOL2017, ethnicity, marstat, lroverall_mean)  %>%
            dplyr::rename (lrplace = lroverall_mean)

save(io2019sel, file = "/Users/anuschka/Documents/climatechange/climatechange/data/all_waves/io2019sel.RData")

load("/Users/anuschka/Documents/climatechange/climatechange/data/all_waves/io2019sel.RData")

2020

#Do the same for 2020
io2020sel$worried <- as.numeric(io2020sel$V01)
io2020sel <- io2020sel %>% 
     mutate_at(c("worried"), funs(recode(., `1` = 4, `2` = 3, `3` = 2, `4` = 1)))
io2020sel$worried[io2020sel$worried==5] <- NA
io2020sel$worried <- (io2020sel$worried - 1) * (4/3) + 1

io2020sel$frontrunner <- as.numeric(io2020sel$v20a_6)
io2020sel$worry_future <- as.numeric(io2020sel$v20a_8)

io2020sel <- io2020sel %>% 
     mutate_at(c("frontrunner", "worry_future"), funs(recode(., `1` = 5, `2` = 4, `3` = 3, `4` = 2, `5`= 1)))

io2020sel$frontrunner[io2020sel$frontrunner==6] <- NA
io2020sel$worry_future[io2020sel$worry_future==6] <- NA

#Make the non-recoded dep vars also numeric, code "idk" as missing. 
io2020sel$resp_citiz <- as.numeric(io2020sel$v20a_2)
io2020sel$resp_citiz[io2020sel$resp_citiz==6] <- NA
io2020sel$dk_start <- as.numeric(io2020sel$v20a_4)
io2020sel$dk_start[io2020sel$dk_start==6] <- NA
io2020sel$buss_help <- as.numeric(io2020sel$V10_1)
io2020sel$buss_help[io2020sel$buss_help==6] <- NA
io2020sel$min_contr <- as.numeric(io2020sel$V10_2)
io2020sel$min_contr[io2020sel$min_contr==6] <- NA
io2020sel$human_resp <- as.numeric(io2020sel$V10_3)
io2020sel$human_resp[io2020sel$human_resp==6] <- NA

# This variable is not exactly asked in the same way as in previous wave
io2020sel$do_gov <- as.numeric(io2020sel$V02)
io2020sel <- io2020sel %>% 
     mutate_at(c("do_gov"), funs(recode(., `1` = 5, `2` = 4, `3` = 3, `4` = 2, `5`= 1)))
io2020sel$do_gov[io2020sel$do_gov==6] <- NA

#Independent vars
io2020sel$sex <- revalue(io2020sel$cross1, c("Man"="1", "Vrouw"="2"))
table(io2020sel$IOINKOMEN)
io2020sel$income <- as.numeric(io2020sel$IOINKOMEN)
io2020sel$income[io2020sel$income==6] <- NA
mean(io2020sel$income, na.rm=T) 
io2020sel$income[is.na(io2020sel$income)] <- 3.114
 io2020sel$income_quart <- with(io2020sel, cut(income, 
                                breaks=quantile(income, probs=seq(0,1, by=0.25), na.rm=TRUE), 
                                include.lowest=TRUE))
io2020sel$income_quart <- as.numeric(io2020sel$income_quart)

freq(io2020sel$ETNICITEIT_CBS2STEEKPROEF) 
io2020sel$ethnicity <- revalue(io2020sel$ETNICITEIT_CBS2STEEKPROEF, c("Autochtoon"="dutch", "Westerse allochtoon"="western", "Niet-Westerse allochtoon"="non-western","Onbekend" = "unknown"))

table(io2020sel$IOOPLEIDING)
io2020sel$IOOPLEIDING <- as.numeric(io2020sel$IOOPLEIDING)
io2020sel$isced[io2020sel$IOOPLEIDING == 1] <- 0
io2020sel$isced[io2020sel$IOOPLEIDING == 2] <- 1
io2020sel$isced[io2020sel$IOOPLEIDING == 3] <- 2
io2020sel$isced[io2020sel$IOOPLEIDING == 4] <- 3
io2020sel$isced[io2020sel$IOOPLEIDING == 5] <- 4
io2020sel$isced[io2020sel$IOOPLEIDING == 6 | io2020sel$IOOPLEIDING ==7] <- 5

io2020sel$educ_cat <- revalue(io2020sel$OPLEID_HER, c("laag"="Low", "midden"="Medium", "hoog"="High"))

table(io2020sel$HUISHOUDENSSAMENSTELLING, useNA = "always")
io2020sel$HUISHOUDENSSAMENSTELLING <- as.numeric(io2020sel$HUISHOUDENSSAMENSTELLING)
io2020sel$marstat[io2020sel$HUISHOUDENSSAMENSTELLING==3 | io2020sel$HUISHOUDENSSAMENSTELLING ==4 | io2020sel$HUISHOUDENSSAMENSTELLING ==5] <- 1
io2020sel$marstat[io2020sel$HUISHOUDENSSAMENSTELLING==1 | io2020sel$HUISHOUDENSSAMENSTELLING ==2 | io2020sel$HUISHOUDENSSAMENSTELLING ==6] <- 2
io2020sel$marstat[io2020sel$HUISHOUDENSSAMENSTELLING ==7 ] <- NA
table(io2020sel$marstat, useNA = "always")

io2020sel$age <- as.numeric(as.character(io2020sel$LEEFTIJD))

io2020sel$party_name <- as.character(io2020sel$IOPOL2017)
unique(io2020sel$party_name)
io2020sel$party_name <- revalue(io2020sel$party_name, c("ChristenUnie"= "CU", "50 Plus"="50PLUS", "GroenLinks"="GL", "Partij voor de Dieren"="PvdD", "Forum voor Democratie"="FvD"))
io2020sel <- io2020sel %>% left_join(expert2, by="party_name") 

# Missings
lapply(io2020sel, table, useNA = "always")

mis_vars <- c("lroverall_mean") 

for (var in mis_vars) {
  io2020sel[is.na(io2020sel[,var]), var] <- mean(io2020sel[,var], na.rm = TRUE)
}

#Select the variables that I want to keep
io2020sel <- io2020sel %>% 
            select(id, worried, frontrunner, worry_future, resp_citiz, dk_start, do_gov, buss_help, min_contr, human_resp, sex, educ_cat, isced, age, income_quart, IOINKOMEN, IOPOL2017, ethnicity, marstat, lroverall_mean) %>%
            dplyr::rename (lrplace = lroverall_mean)

save(io2020sel, file = "/Users/anuschka/Documents/climatechange/climatechange/data/all_waves/io2020sel.RData")

2022

#And the last wave of 2022
io2022sel$worried <- as.numeric(io2022sel$V01)
io2022sel <- io2022sel %>% 
     mutate_at(c("worried"), funs(recode(., `1` = 4, `2` = 3, `3` = 2, `4` = 1)))
io2022sel$worried[io2022sel$worried==5] <- NA
io2022sel$worried <- (io2022sel$worried - 1) * (4/3) + 1

io2022sel$frontrunner <- as.numeric(io2022sel$V20a_6)
io2022sel$worry_future <- as.numeric(io2022sel$V20a_8)

io2022sel <- io2022sel %>% 
     mutate_at(c("frontrunner", "worry_future"), funs(recode(., `1` = 5, `2` = 4, `3` = 3, `4` = 2, `5`= 1)))

io2022sel$frontrunner[io2022sel$frontrunner==6] <- NA
io2022sel$worry_future[io2022sel$worry_future==6] <- NA

#Make the non-recoded dep vars also numeric, code "idk" as missing. 
io2022sel$resp_citiz <- as.numeric(io2022sel$V20a_2)
io2022sel$resp_citiz[io2022sel$resp_citiz==6] <- NA
io2022sel$dk_start <- as.numeric(io2022sel$V20a_4)
io2022sel$dk_start[io2022sel$dk_start==6] <- NA
io2022sel$buss_help <- as.numeric(io2022sel$v10_1)
io2022sel$buss_help[io2022sel$buss_help==6] <- NA
io2022sel$min_contr <- as.numeric(io2022sel$v10_2)
io2022sel$min_contr[io2022sel$min_contr==6] <- NA
io2022sel$human_resp <- as.numeric(io2022sel$v10_3)
io2022sel$human_resp[io2022sel$human_resp==6] <- NA

io2022sel$do_gov <- as.numeric(io2022sel$V02)
io2022sel <- io2022sel %>% 
     mutate_at(c("do_gov"), funs(recode(., `1` = 5, `2` = 4, `3` = 3, `4` = 2, `5`= 1)))
io2022sel$do_gov[io2022sel$do_gov==6] <- NA

#Independent vars
io2022sel$sex <- revalue(io2022sel$cross1, c("Man"="1", "Vrouw"="2"))
table(io2022sel$IOINKOMEN, useNA = "always") 
io2022sel$income <- as.numeric(io2022sel$IOINKOMEN_NEW)
io2022sel$income[io2022sel$income==6] <- NA
mean(io2022sel$income, na.rm=T) 
io2022sel$income[is.na(io2022sel$income)] <- 4.354
 io2022sel$income_quart <- with(io2022sel, cut(income, 
                                breaks=quantile(income, probs=seq(0,1, by=0.25), na.rm=TRUE), 
                                include.lowest=TRUE))
io2022sel$income_quart <- as.numeric(io2022sel$income_quart)

freq(io2022sel$ETNICITEIT_CBS2STEEKPROEF) 
io2022sel$ethnicity <- revalue(io2022sel$ETNICITEIT_CBS2STEEKPROEF, c("Nederlands"="dutch", "Westers"="western", "Niet-westers"="non-western","Onbekend" = "unknown"))

table(io2022sel$IOOPLEIDING)
io2022sel$IOOPLEIDING <- as.numeric(io2022sel$IOOPLEIDING)
io2022sel$isced[io2022sel$IOOPLEIDING == 1] <- 0
io2022sel$isced[io2022sel$IOOPLEIDING == 2] <- 1
io2022sel$isced[io2022sel$IOOPLEIDING == 3] <- 2
io2022sel$isced[io2022sel$IOOPLEIDING == 4] <- 3
io2022sel$isced[io2022sel$IOOPLEIDING == 5] <- 4
io2022sel$isced[io2022sel$IOOPLEIDING == 6 | io2022sel$IOOPLEIDING ==7] <- 5

io2022sel$educ_cat <- revalue(io2022sel$OPLEID_HER, c("laag"="Low", "midden"="Medium", "hoog"="High"))

table(io2022sel$HUISHOUDENSSAMENSTELLING, useNA = "always")
io2022sel$HUISHOUDENSSAMENSTELLING <- as.numeric(io2022sel$HUISHOUDENSSAMENSTELLING)
io2022sel$marstat[io2022sel$HUISHOUDENSSAMENSTELLING==3 | io2022sel$HUISHOUDENSSAMENSTELLING ==4 | io2022sel$HUISHOUDENSSAMENSTELLING ==5] <- 1
io2022sel$marstat[io2022sel$HUISHOUDENSSAMENSTELLING==1 | io2022sel$HUISHOUDENSSAMENSTELLING ==2 | io2022sel$HUISHOUDENSSAMENSTELLING ==6] <- 2
io2022sel$marstat[io2022sel$HUISHOUDENSSAMENSTELLING ==7 ] <- NA
table(io2022sel$marstat, useNA = "always")

io2022sel$age <- as.numeric(as.character(io2022sel$LEEFTIJD))

io2022sel$party_name <- as.character(io2022sel$IOPOL2021)
unique(io2022sel$party_name)
io2022sel$party_name <- revalue(io2022sel$party_name, c("ChristenUnie"= "CU", "GroenLinks"="GL", "Partij voor de Dieren"="PvdD", "Forum voor Democratie"="FvD"))
io2022sel <- io2022sel %>% left_join(expert2, by="party_name") 

# Missings
lapply(io2022sel, table, useNA = "always")

mis_vars <- c("lroverall_mean") 

for (var in mis_vars) {
  io2022sel[is.na(io2022sel[,var]), var] <- mean(io2022sel[,var], na.rm = TRUE)
}

#Select the variables that I want to keep
io2022sel <- io2022sel %>% 
            select(id, worried, frontrunner, worry_future, resp_citiz, dk_start, do_gov, buss_help, min_contr, human_resp, sex, educ_cat, isced, age, income_quart, IOINKOMEN_NEW, IOPOL2021, ethnicity, marstat, lroverall_mean) %>%
            dplyr::rename (lrplace = lroverall_mean)

save(io2022sel, file = "/Users/anuschka/Documents/climatechange/climatechange/data/all_waves/io2022sel.RData")

Merging all datasets

#Check whether variables have the same level before merging
attributes(io2019sel$worried)
attributes(io2020sel$worried)
attributes(io2022sel$worried)

attributes(io2019sel$frontrunner)
attributes(io2020sel$frontrunner)
attributes(io2022sel$frontrunner)

attributes(io2019sel$sex)
attributes(io2020sel$sex)
attributes(io2022sel$sex)

attributes(io2019sel$income)
attributes(io2020sel$income)
attributes(io2022sel$income) 

attributes(io2019sel$educ_cat)
attributes(io2020sel$educ_cat)
attributes(io2022sel$educ_cat)

attributes(io2019sel$party_name)
attributes(io2020sel$party_name)
attributes(io2022sel$party_name) 

attributes(io2019sel$ethnicity)
attributes(io2020sel$ethnicity)
attributes(io2022sel$ethnicity) 
#Merging the variables into one dataset is quite easy now all variables are the same
load("/Users/anuschka/Documents/climatechange/climatechange/data/all_waves/io2019sel.RData")
load("/Users/anuschka/Documents/climatechange/climatechange/data/all_waves/io2020sel.RData")
load("/Users/anuschka/Documents/climatechange/climatechange/data/all_waves/io2022sel.RData")

io2019sel$surveyyear <- 2019
io2020sel$surveyyear <- 2020
io2022sel$surveyyear <- 2022

io_total <- plyr::rbind.fill(io2019sel, io2020sel, io2022sel)

save(io_total, file = "/Users/anuschka/Documents/climatechange/climatechange/data/final_data/io_total.RData")
load("./data/final_data/io_total.Rdata")

table(io_total$isced)
io_total$isced_cat[io_total$isced <=2] <- "Basic"
io_total$isced_cat[io_total$isced == 3 | io_total$isced == 4] <- "Intermediate"
io_total$isced_cat[io_total$isced >=5] <- "Advanced"
io_total$isced_cat <- factor(io_total$isced_cat, levels=c("Basic", "Intermediate", "Advanced"), ordered=TRUE)
table(io_total$isced_cat)

io_total$sex <- io_total$sex - 1

save(io_total, file="./data/final_data/io_total.Rdata")
---
title: "Data preparation I&O Research"
author: "Anuschka Peelen"
date: "`r Sys.Date()`"
output: html_document
---

```{r, echo=FALSE}
knitr::opts_chunk$set(eval = FALSE)
options(width = 100)
colorize <- function(x, color) {sprintf("<span style='color: %s;'>%s</span>", color, x) }
```

```{css, echo=FALSE}
pre {
  max-height: 300px;
  overflow-y: auto;
}

pre[class] {
  max-height: 100px;
}
```

In this script, I select, recode and create variables of the Dutch survey on climate change from I&O research


```{r}
#Load packages required for dataprep
rm(list = ls())
library(foreign) 
library(tidyverse) 
library(plyr) 
library(dplyr)
```

## 2019 {-}

```{r}
#Load the datafiles one by one
io2019 <- foreign::read.spss("/Users/anuschka/Documents/gesis_dir/i&o/i&o2019.sav", use.value.labels = T,  to.data.frame = T)
#Gives a warning because of the open answers (long strings), but I won't use those anyway

#Now I will only select the variables that I need for my thesis, but here you can insert any variable that's in the dataset. Furthermore, I don't want the respondents that completed the survey with panelclix because they have more missings on demographic variables that i want to use
io2019sel <- io2019 %>% filter(bron=="IOPanel") %>%
            select(v18, v10_1:v10_3, v20_2, v20_4, v20_6, v20_8, v19c_1, id, bron, GESLACHT, IOOPLEIDING, IOINKOMEN, IOPOL2017, LEEFTIJD, ETNICITEIT_CBS2STEEKPROEF, stedc, opleiding_her, HUISHOUDENSSAMENSTELLING)

#Let's inspect the other datasets first to determine which questions are asked more often
io2020 <- foreign::read.spss("/Users/anuschka/Documents/gesis_dir/i&o/i&o2020.sav", use.value.labels = T,  to.data.frame = T)

look_for(io2020, "huishouden")

io2020sel <- io2020 %>% filter(bron=="I&O panel") %>%
            select(V01, V02, V10_1:V10_3, v20a_2, v20a_4, v20a_6, v20a_8, bron, id, cross1, IOOPLEIDING, IOINKOMEN, IOPOL2017, LEEFTIJD, OPLEID_HER, ETNICITEIT_CBS2STEEKPROEF, HUISHOUDENSSAMENSTELLING)

io2022 <- foreign::read.spss("/Users/anuschka/Documents/gesis_dir/i&o/i&o2022.sav", use.value.labels = T,  to.data.frame = T)

io2022sel <- io2022 %>% filter(bron=="I&O panel") %>%
            select(V01, V02, v10_1:v10_3, V20a_2, V20a_4, V20a_6, V20a_8, bron, id, cross1, IOOPLEIDING, LEEFTIJD, OPLEID_HER, IOINKOMEN_NEW, IOPOL2021, ETNICITEIT_CBS2STEEKPROEF, opleiding_her, HUISHOUDENSSAMENSTELLING) 

#No urbanity in 2020 and 2022
```


```{r}
#Now I've selected the variables, I need to recode them in the same way across the three datasets
io2019sel$worried <- as.numeric(io2019sel$v18)
io2019sel <- io2019sel %>% 
     mutate_at(c("worried"), funs(recode(., `1` = 4, `2` = 3, `3` = 2, `4` = 1)))
io2019sel$worried[io2019sel$worried==5] <- NA

#Have to create a variable that ranges from 1 to 5
io2019sel$worried <- (io2019sel$worried - 1) *(4/3) + 1 

io2019sel$frontrunner <- as.numeric(io2019sel$v20_6)
io2019sel$worry_future <- as.numeric(io2019sel$v20_8)

io2019sel <- io2019sel %>% 
     mutate_at(c("frontrunner", "worry_future"), funs(recode(., `1` = 5, `2` = 4, `3` = 3, `4` = 2, `5`= 1)))

io2019sel$frontrunner[io2019sel$frontrunner==6] <- NA
io2019sel$worry_future[io2019sel$worry_future==6] <- NA

#Make the non-recoded dep vars also numeric, code "idk" as missing. 
io2019sel$resp_citiz <- as.numeric(io2019sel$v20_2)
io2019sel$resp_citiz[io2019sel$resp_citiz==6] <- NA
io2019sel$dk_start <- as.numeric(io2019sel$v20_4)
io2019sel$dk_start[io2019sel$dk_start==6] <- NA
io2019sel$do_gov <- as.numeric(io2019sel$v19c_1)
io2019sel$do_gov[io2019sel$do_gov==4] <- NA
io2019sel$do_gov <- (io2019sel$do_gov - 1) *(4/2) + 1
io2019sel$buss_help <- as.numeric(io2019sel$v10_1)
io2019sel$buss_help[io2019sel$buss_help==6] <- NA
io2019sel$min_contr <- as.numeric(io2019sel$v10_2)
io2019sel$min_contr[io2019sel$min_contr==6] <- NA
io2019sel$human_resp <- as.numeric(io2019sel$v10_3)
io2019sel$human_resp[io2019sel$human_resp==6] <- NA

#Recode the independent vars 
io2019sel$sex <- revalue(io2019sel$GESLACHT, c("Man"="1", "Vrouw"="2"))
table(io2019sel$IOINKOMEN, useNA = "always") 
io2019sel$income <- as.numeric(io2019sel$IOINKOMEN)
io2019sel$income[io2019sel$income==6] <- NA
mean(io2019sel$income, na.rm=T) 
io2019sel$income[is.na(io2019sel$income)] <- 3.076
io2019sel$income_quart <- with(io2019sel, cut(income, 
                                breaks=quantile(income, probs=seq(0,1, by=0.25), na.rm=TRUE), 
                                include.lowest=TRUE))
io2019sel$income_quart <- as.numeric(io2019sel$income_quart)

freq(io2019sel$ETNICITEIT_CBS2STEEKPROEF) 
io2019sel$ethnicity <- revalue(io2019sel$ETNICITEIT_CBS2STEEKPROEF, c("Autochtoon"="dutch", "Westerse allochtoon"="western", "Niet-Westerse allochtoon"="non-western","Onbekend" = "unknown"))

table(io2019sel$IOOPLEIDING)
io2019sel$IOOPLEIDING <- as.numeric(io2019sel$IOOPLEIDING)
io2019sel$isced[io2019sel$IOOPLEIDING == 1] <- 0
io2019sel$isced[io2019sel$IOOPLEIDING == 2] <- 1
io2019sel$isced[io2019sel$IOOPLEIDING == 3] <- 2
io2019sel$isced[io2019sel$IOOPLEIDING == 4] <- 3
io2019sel$isced[io2019sel$IOOPLEIDING == 5] <- 4
io2019sel$isced[io2019sel$IOOPLEIDING == 6 | io2019sel$IOOPLEIDING ==7] <- 5

io2019sel$educ_cat <- revalue(io2019sel$opleiding_her, c("Laag"="Low", "Middelbaar"="Medium", "Hoog"="High"))
io2019sel$urban <- revalue(io2019sel$stedc, c("Niet stedelijk"= "Low urbanity", "Weinig stedelijk"="Low urbanity", "Matig stedelijk"="Medium urbanity", "Sterk stedelijk"="High urbanity", "Zeer sterk stedelijk"="High urbanity"))
table(io2019sel$urban, useNA = "always") #2 missings

table(io2019sel$HUISHOUDENSSAMENSTELLING, useNA = "always")
io2019sel$HUISHOUDENSSAMENSTELLING <- as.numeric(io2019sel$HUISHOUDENSSAMENSTELLING)
io2019sel$marstat[io2019sel$HUISHOUDENSSAMENSTELLING==3 | io2019sel$HUISHOUDENSSAMENSTELLING ==4 | io2019sel$HUISHOUDENSSAMENSTELLING ==5] <- 1
io2019sel$marstat[io2019sel$HUISHOUDENSSAMENSTELLING==1 | io2019sel$HUISHOUDENSSAMENSTELLING ==2 | io2019sel$HUISHOUDENSSAMENSTELLING ==6] <- 2
io2019sel$marstat[io2019sel$HUISHOUDENSSAMENSTELLING ==7 ] <- NA
table(io2019sel$marstat, useNA = "always")

io2019sel$age <- as.numeric(as.character(io2019sel$LEEFTIJD))

#Lr placement based on CHES en poppa data on expert means
load("/Users/anuschka/Documents/climatechange/climatechange/data/all_waves/expert.RData")
io2019sel$party_name <- as.character(io2019sel$IOPOL2017)
io2019sel$party_name <- revalue(io2019sel$party_name, c("ChristenUnie"= "CU", "50 Plus"="50PLUS", "GroenLinks"="GL", "Partij voor de Dieren"="PvdD", "Forum voor Democratie"="FvD"))
io2019sel <- io2019sel %>% left_join(expert2, by="party_name") 

table(io2019sel$lroverall_mean, useNA = "always")

#Missings
lapply(io2019sel, table, useNA = "always")

mis_vars <- c("lroverall_mean") 

for (var in mis_vars) {
  io2019sel[is.na(io2019sel[,var]), var] <- mean(io2019sel[,var], na.rm = TRUE)
}

#Now I again select the variables that I want to keep
io2019sel <- io2019sel %>% 
            select(id, worried, frontrunner, worry_future, resp_citiz, dk_start, do_gov, buss_help, min_contr, human_resp, sex, educ_cat, isced, urban, age, income_quart, IOINKOMEN, IOPOL2017, ethnicity, marstat, lroverall_mean)  %>%
            dplyr::rename (lrplace = lroverall_mean)

save(io2019sel, file = "/Users/anuschka/Documents/climatechange/climatechange/data/all_waves/io2019sel.RData")

load("/Users/anuschka/Documents/climatechange/climatechange/data/all_waves/io2019sel.RData")
```

## 2020 {-}

```{r}
#Do the same for 2020
io2020sel$worried <- as.numeric(io2020sel$V01)
io2020sel <- io2020sel %>% 
     mutate_at(c("worried"), funs(recode(., `1` = 4, `2` = 3, `3` = 2, `4` = 1)))
io2020sel$worried[io2020sel$worried==5] <- NA
io2020sel$worried <- (io2020sel$worried - 1) * (4/3) + 1

io2020sel$frontrunner <- as.numeric(io2020sel$v20a_6)
io2020sel$worry_future <- as.numeric(io2020sel$v20a_8)

io2020sel <- io2020sel %>% 
     mutate_at(c("frontrunner", "worry_future"), funs(recode(., `1` = 5, `2` = 4, `3` = 3, `4` = 2, `5`= 1)))

io2020sel$frontrunner[io2020sel$frontrunner==6] <- NA
io2020sel$worry_future[io2020sel$worry_future==6] <- NA

#Make the non-recoded dep vars also numeric, code "idk" as missing. 
io2020sel$resp_citiz <- as.numeric(io2020sel$v20a_2)
io2020sel$resp_citiz[io2020sel$resp_citiz==6] <- NA
io2020sel$dk_start <- as.numeric(io2020sel$v20a_4)
io2020sel$dk_start[io2020sel$dk_start==6] <- NA
io2020sel$buss_help <- as.numeric(io2020sel$V10_1)
io2020sel$buss_help[io2020sel$buss_help==6] <- NA
io2020sel$min_contr <- as.numeric(io2020sel$V10_2)
io2020sel$min_contr[io2020sel$min_contr==6] <- NA
io2020sel$human_resp <- as.numeric(io2020sel$V10_3)
io2020sel$human_resp[io2020sel$human_resp==6] <- NA

# This variable is not exactly asked in the same way as in previous wave
io2020sel$do_gov <- as.numeric(io2020sel$V02)
io2020sel <- io2020sel %>% 
     mutate_at(c("do_gov"), funs(recode(., `1` = 5, `2` = 4, `3` = 3, `4` = 2, `5`= 1)))
io2020sel$do_gov[io2020sel$do_gov==6] <- NA

#Independent vars
io2020sel$sex <- revalue(io2020sel$cross1, c("Man"="1", "Vrouw"="2"))
table(io2020sel$IOINKOMEN)
io2020sel$income <- as.numeric(io2020sel$IOINKOMEN)
io2020sel$income[io2020sel$income==6] <- NA
mean(io2020sel$income, na.rm=T) 
io2020sel$income[is.na(io2020sel$income)] <- 3.114
 io2020sel$income_quart <- with(io2020sel, cut(income, 
                                breaks=quantile(income, probs=seq(0,1, by=0.25), na.rm=TRUE), 
                                include.lowest=TRUE))
io2020sel$income_quart <- as.numeric(io2020sel$income_quart)

freq(io2020sel$ETNICITEIT_CBS2STEEKPROEF) 
io2020sel$ethnicity <- revalue(io2020sel$ETNICITEIT_CBS2STEEKPROEF, c("Autochtoon"="dutch", "Westerse allochtoon"="western", "Niet-Westerse allochtoon"="non-western","Onbekend" = "unknown"))

table(io2020sel$IOOPLEIDING)
io2020sel$IOOPLEIDING <- as.numeric(io2020sel$IOOPLEIDING)
io2020sel$isced[io2020sel$IOOPLEIDING == 1] <- 0
io2020sel$isced[io2020sel$IOOPLEIDING == 2] <- 1
io2020sel$isced[io2020sel$IOOPLEIDING == 3] <- 2
io2020sel$isced[io2020sel$IOOPLEIDING == 4] <- 3
io2020sel$isced[io2020sel$IOOPLEIDING == 5] <- 4
io2020sel$isced[io2020sel$IOOPLEIDING == 6 | io2020sel$IOOPLEIDING ==7] <- 5

io2020sel$educ_cat <- revalue(io2020sel$OPLEID_HER, c("laag"="Low", "midden"="Medium", "hoog"="High"))

table(io2020sel$HUISHOUDENSSAMENSTELLING, useNA = "always")
io2020sel$HUISHOUDENSSAMENSTELLING <- as.numeric(io2020sel$HUISHOUDENSSAMENSTELLING)
io2020sel$marstat[io2020sel$HUISHOUDENSSAMENSTELLING==3 | io2020sel$HUISHOUDENSSAMENSTELLING ==4 | io2020sel$HUISHOUDENSSAMENSTELLING ==5] <- 1
io2020sel$marstat[io2020sel$HUISHOUDENSSAMENSTELLING==1 | io2020sel$HUISHOUDENSSAMENSTELLING ==2 | io2020sel$HUISHOUDENSSAMENSTELLING ==6] <- 2
io2020sel$marstat[io2020sel$HUISHOUDENSSAMENSTELLING ==7 ] <- NA
table(io2020sel$marstat, useNA = "always")

io2020sel$age <- as.numeric(as.character(io2020sel$LEEFTIJD))

io2020sel$party_name <- as.character(io2020sel$IOPOL2017)
unique(io2020sel$party_name)
io2020sel$party_name <- revalue(io2020sel$party_name, c("ChristenUnie"= "CU", "50 Plus"="50PLUS", "GroenLinks"="GL", "Partij voor de Dieren"="PvdD", "Forum voor Democratie"="FvD"))
io2020sel <- io2020sel %>% left_join(expert2, by="party_name") 

# Missings
lapply(io2020sel, table, useNA = "always")

mis_vars <- c("lroverall_mean") 

for (var in mis_vars) {
  io2020sel[is.na(io2020sel[,var]), var] <- mean(io2020sel[,var], na.rm = TRUE)
}

#Select the variables that I want to keep
io2020sel <- io2020sel %>% 
            select(id, worried, frontrunner, worry_future, resp_citiz, dk_start, do_gov, buss_help, min_contr, human_resp, sex, educ_cat, isced, age, income_quart, IOINKOMEN, IOPOL2017, ethnicity, marstat, lroverall_mean) %>%
            dplyr::rename (lrplace = lroverall_mean)

save(io2020sel, file = "/Users/anuschka/Documents/climatechange/climatechange/data/all_waves/io2020sel.RData")
```

## 2022 {-}

```{r}
#And the last wave of 2022
io2022sel$worried <- as.numeric(io2022sel$V01)
io2022sel <- io2022sel %>% 
     mutate_at(c("worried"), funs(recode(., `1` = 4, `2` = 3, `3` = 2, `4` = 1)))
io2022sel$worried[io2022sel$worried==5] <- NA
io2022sel$worried <- (io2022sel$worried - 1) * (4/3) + 1

io2022sel$frontrunner <- as.numeric(io2022sel$V20a_6)
io2022sel$worry_future <- as.numeric(io2022sel$V20a_8)

io2022sel <- io2022sel %>% 
     mutate_at(c("frontrunner", "worry_future"), funs(recode(., `1` = 5, `2` = 4, `3` = 3, `4` = 2, `5`= 1)))

io2022sel$frontrunner[io2022sel$frontrunner==6] <- NA
io2022sel$worry_future[io2022sel$worry_future==6] <- NA

#Make the non-recoded dep vars also numeric, code "idk" as missing. 
io2022sel$resp_citiz <- as.numeric(io2022sel$V20a_2)
io2022sel$resp_citiz[io2022sel$resp_citiz==6] <- NA
io2022sel$dk_start <- as.numeric(io2022sel$V20a_4)
io2022sel$dk_start[io2022sel$dk_start==6] <- NA
io2022sel$buss_help <- as.numeric(io2022sel$v10_1)
io2022sel$buss_help[io2022sel$buss_help==6] <- NA
io2022sel$min_contr <- as.numeric(io2022sel$v10_2)
io2022sel$min_contr[io2022sel$min_contr==6] <- NA
io2022sel$human_resp <- as.numeric(io2022sel$v10_3)
io2022sel$human_resp[io2022sel$human_resp==6] <- NA

io2022sel$do_gov <- as.numeric(io2022sel$V02)
io2022sel <- io2022sel %>% 
     mutate_at(c("do_gov"), funs(recode(., `1` = 5, `2` = 4, `3` = 3, `4` = 2, `5`= 1)))
io2022sel$do_gov[io2022sel$do_gov==6] <- NA

#Independent vars
io2022sel$sex <- revalue(io2022sel$cross1, c("Man"="1", "Vrouw"="2"))
table(io2022sel$IOINKOMEN, useNA = "always") 
io2022sel$income <- as.numeric(io2022sel$IOINKOMEN_NEW)
io2022sel$income[io2022sel$income==6] <- NA
mean(io2022sel$income, na.rm=T) 
io2022sel$income[is.na(io2022sel$income)] <- 4.354
 io2022sel$income_quart <- with(io2022sel, cut(income, 
                                breaks=quantile(income, probs=seq(0,1, by=0.25), na.rm=TRUE), 
                                include.lowest=TRUE))
io2022sel$income_quart <- as.numeric(io2022sel$income_quart)

freq(io2022sel$ETNICITEIT_CBS2STEEKPROEF) 
io2022sel$ethnicity <- revalue(io2022sel$ETNICITEIT_CBS2STEEKPROEF, c("Nederlands"="dutch", "Westers"="western", "Niet-westers"="non-western","Onbekend" = "unknown"))

table(io2022sel$IOOPLEIDING)
io2022sel$IOOPLEIDING <- as.numeric(io2022sel$IOOPLEIDING)
io2022sel$isced[io2022sel$IOOPLEIDING == 1] <- 0
io2022sel$isced[io2022sel$IOOPLEIDING == 2] <- 1
io2022sel$isced[io2022sel$IOOPLEIDING == 3] <- 2
io2022sel$isced[io2022sel$IOOPLEIDING == 4] <- 3
io2022sel$isced[io2022sel$IOOPLEIDING == 5] <- 4
io2022sel$isced[io2022sel$IOOPLEIDING == 6 | io2022sel$IOOPLEIDING ==7] <- 5

io2022sel$educ_cat <- revalue(io2022sel$OPLEID_HER, c("laag"="Low", "midden"="Medium", "hoog"="High"))

table(io2022sel$HUISHOUDENSSAMENSTELLING, useNA = "always")
io2022sel$HUISHOUDENSSAMENSTELLING <- as.numeric(io2022sel$HUISHOUDENSSAMENSTELLING)
io2022sel$marstat[io2022sel$HUISHOUDENSSAMENSTELLING==3 | io2022sel$HUISHOUDENSSAMENSTELLING ==4 | io2022sel$HUISHOUDENSSAMENSTELLING ==5] <- 1
io2022sel$marstat[io2022sel$HUISHOUDENSSAMENSTELLING==1 | io2022sel$HUISHOUDENSSAMENSTELLING ==2 | io2022sel$HUISHOUDENSSAMENSTELLING ==6] <- 2
io2022sel$marstat[io2022sel$HUISHOUDENSSAMENSTELLING ==7 ] <- NA
table(io2022sel$marstat, useNA = "always")

io2022sel$age <- as.numeric(as.character(io2022sel$LEEFTIJD))

io2022sel$party_name <- as.character(io2022sel$IOPOL2021)
unique(io2022sel$party_name)
io2022sel$party_name <- revalue(io2022sel$party_name, c("ChristenUnie"= "CU", "GroenLinks"="GL", "Partij voor de Dieren"="PvdD", "Forum voor Democratie"="FvD"))
io2022sel <- io2022sel %>% left_join(expert2, by="party_name") 

# Missings
lapply(io2022sel, table, useNA = "always")

mis_vars <- c("lroverall_mean") 

for (var in mis_vars) {
  io2022sel[is.na(io2022sel[,var]), var] <- mean(io2022sel[,var], na.rm = TRUE)
}

#Select the variables that I want to keep
io2022sel <- io2022sel %>% 
            select(id, worried, frontrunner, worry_future, resp_citiz, dk_start, do_gov, buss_help, min_contr, human_resp, sex, educ_cat, isced, age, income_quart, IOINKOMEN_NEW, IOPOL2021, ethnicity, marstat, lroverall_mean) %>%
            dplyr::rename (lrplace = lroverall_mean)

save(io2022sel, file = "/Users/anuschka/Documents/climatechange/climatechange/data/all_waves/io2022sel.RData")
```

## Merging all datasets {-}

```{r}
#Check whether variables have the same level before merging
attributes(io2019sel$worried)
attributes(io2020sel$worried)
attributes(io2022sel$worried)

attributes(io2019sel$frontrunner)
attributes(io2020sel$frontrunner)
attributes(io2022sel$frontrunner)

attributes(io2019sel$sex)
attributes(io2020sel$sex)
attributes(io2022sel$sex)

attributes(io2019sel$income)
attributes(io2020sel$income)
attributes(io2022sel$income) 

attributes(io2019sel$educ_cat)
attributes(io2020sel$educ_cat)
attributes(io2022sel$educ_cat)

attributes(io2019sel$party_name)
attributes(io2020sel$party_name)
attributes(io2022sel$party_name) 

attributes(io2019sel$ethnicity)
attributes(io2020sel$ethnicity)
attributes(io2022sel$ethnicity) 

```

```{r}
#Merging the variables into one dataset is quite easy now all variables are the same
load("/Users/anuschka/Documents/climatechange/climatechange/data/all_waves/io2019sel.RData")
load("/Users/anuschka/Documents/climatechange/climatechange/data/all_waves/io2020sel.RData")
load("/Users/anuschka/Documents/climatechange/climatechange/data/all_waves/io2022sel.RData")

io2019sel$surveyyear <- 2019
io2020sel$surveyyear <- 2020
io2022sel$surveyyear <- 2022

io_total <- plyr::rbind.fill(io2019sel, io2020sel, io2022sel)

save(io_total, file = "/Users/anuschka/Documents/climatechange/climatechange/data/final_data/io_total.RData")
```

```{r}
load("./data/final_data/io_total.Rdata")

table(io_total$isced)
io_total$isced_cat[io_total$isced <=2] <- "Basic"
io_total$isced_cat[io_total$isced == 3 | io_total$isced == 4] <- "Intermediate"
io_total$isced_cat[io_total$isced >=5] <- "Advanced"
io_total$isced_cat <- factor(io_total$isced_cat, levels=c("Basic", "Intermediate", "Advanced"), ordered=TRUE)
table(io_total$isced_cat)

io_total$sex <- io_total$sex - 1

save(io_total, file="./data/final_data/io_total.Rdata")
```

