knitr::opts_chunk$set(
    message = FALSE,
    warning = TRUE,
    include = TRUE,
    error = TRUE,
    fig.width = 8,
    fig.height = 4
)

1 set up

library(tidyverse)
library(haven)
library(labelled)
library(readr)

# windowsFonts(Times = windowsFont("Times New Roman"))
ggplot2::theme_set(ggplot2::theme_bw())

options(scipen = 999,
        digits = 2)

1.1 import data

sb <- read_rds("data/processed/sosci_labelled.rds")

nationalities <- sb$Nationality
nationalities <- nationalities[!nationalities %in% c("CONSENT_REVOKED","DATA_EXPIRED")]
table(nationalities)
## nationalities
##             Azerbaijan Bosnia and Herzegovina                 Canada 
##                      1                      1                      2 
##                  China               Colombia                   Cuba 
##                      2                      1                      1 
##                Ecuador                Germany               Honduras 
##                      1                      1                      1 
##                Hungary                  India                   Iraq 
##                      2                      2                      1 
##                  Italy                 Jordan                  Kenya 
##                      1                      1                      1 
##                  Korea                Lebanon               Malaysia 
##                      1                      1                      1 
##                 Mexico              Nicaragua                Nigeria 
##                      5                      1                      7 
##               Pakistan                   Peru            Philippines 
##                      1                      1                      1 
##               Portugal                Romania     Russian Federation 
##                      1                      1                      1 
##         United Kingdom          United States             Uzbekistan 
##                      7                    554                      1 
##                Vietnam 
##                      1
prop.table(table(nationalities))
## nationalities
##             Azerbaijan Bosnia and Herzegovina                 Canada 
##                 0.0017                 0.0017                 0.0033 
##                  China               Colombia                   Cuba 
##                 0.0033                 0.0017                 0.0017 
##                Ecuador                Germany               Honduras 
##                 0.0017                 0.0017                 0.0017 
##                Hungary                  India                   Iraq 
##                 0.0033                 0.0033                 0.0017 
##                  Italy                 Jordan                  Kenya 
##                 0.0017                 0.0017                 0.0017 
##                  Korea                Lebanon               Malaysia 
##                 0.0017                 0.0017                 0.0017 
##                 Mexico              Nicaragua                Nigeria 
##                 0.0083                 0.0017                 0.0116 
##               Pakistan                   Peru            Philippines 
##                 0.0017                 0.0017                 0.0017 
##               Portugal                Romania     Russian Federation 
##                 0.0017                 0.0017                 0.0017 
##         United Kingdom          United States             Uzbekistan 
##                 0.0116                 0.9172                 0.0017 
##                Vietnam 
##                 0.0017
table(sb$`Country of residence`)
## 
## CONSENT_REVOKED   United States 
##             114             605
table(sb$SD05)
## 
## N/A: not in the US            Alabama             Alaska            Arizona 
##                 98                 11                  1                  6 
##           Arkansas         California           Colorado        Connecticut 
##                  2                 64                  9                  8 
##           Delaware            Florida            Georgia             Hawaii 
##                  5                 29                 13                  2 
##              Idaho           Illinois            Indiana               Iowa 
##                  2                 35                 12                  9 
##             Kansas           Kentucky          Louisiana              Maine 
##                  5                 10                 12                  1 
##           Maryland      Massachusetts           Michigan          Minnesota 
##                  7                 15                 27                 15 
##        Mississippi           Missouri            Montana           Nebraska 
##                  4                  6                  0                  1 
##             Nevada      New Hampshire         New Jersey         New Mexico 
##                  1                  4                 13                  2 
##           New York     North Carolina       North Dakota               Ohio 
##                 57                 14                  3                 21 
##           Oklahoma             Oregon       Pennsylvania       Rhode Island 
##                 10                  6                 34                  6 
##     South Carolina       South Dakota          Tennessee              Texas 
##                  4                  0                 13                 34 
##               Utah            Vermont           Virginia         Washington 
##                  2                  1                 15                 10 
##      West Virginia          Wisconsin            Wyoming  [NA] Not answered 
##                  4                  9                  0                  0
table(sb$SD06)
## 
## N/A: not in the US            Alabama             Alaska            Arizona 
##                  0                 11                  0                 15 
##           Arkansas         California           Colorado        Connecticut 
##                  1                 76                  9                  7 
##           Delaware            Florida            Georgia             Hawaii 
##                  5                 54                 18                  1 
##              Idaho           Illinois            Indiana               Iowa 
##                  1                 26                 20                  7 
##             Kansas           Kentucky          Louisiana              Maine 
##                  7                 14                 10                  1 
##           Maryland      Massachusetts           Michigan          Minnesota 
##                  7                  7                 21                 14 
##        Mississippi           Missouri            Montana           Nebraska 
##                  6                  5                  1                  1 
##             Nevada      New Hampshire         New Jersey         New Mexico 
##                  6                  5                 20                  1 
##           New York     North Carolina       North Dakota               Ohio 
##                 54                 27                  3                 21 
##           Oklahoma             Oregon       Pennsylvania       Rhode Island 
##                 10                  9                 29                  3 
##     South Carolina       South Dakota          Tennessee              Texas 
##                  7                  0                 19                 55 
##               Utah            Vermont           Virginia         Washington 
##                  4                  1                 20                 15 
##      West Virginia          Wisconsin            Wyoming  [NA] Not answered 
##                  8                 10                  0                  0

1.2 Prolific experience

median(sb$`Total approvals`, na.rm = T)
## [1] 697
qplot(sb$`Total approvals`) + scale_x_sqrt(breaks = c(0, 20, 100, 500, 1000, 2500, 5000, 10000))
## Warning: `qplot()` was deprecated in ggplot2 3.4.0.
## This warning is displayed once every 8 hours.
## Call `lifecycle::last_lifecycle_warnings()` to see where this warning was
## generated.
## Warning: Removed 7 rows containing non-finite outside the scale range
## (`stat_bin()`).

sum(sb$`Total approvals` == 0, na.rm = T)
## [1] 1
sum(sb$`Total approvals` < 20, na.rm = T)
## [1] 40
sum(sb$`Total approvals` < 20, na.rm = T)/nrow(sb)*100
## [1] 5.5

1.3 preprocess

1.3.1 filter to those who have main questionnaire data to avoid duplicates in the survey data when merging with approved prolific ids

main_qs <- c("AAID", "PANAS", "PAQ", "PSS", "NEPS", "ULS", "FCV", "DAQ", "CESD", "HEXACO", "OCIR", "PTQ", "RAAS", "KSA", "SAS", "MFQ", "CQ")


sb_complete_cases_main_qs <- sb %>%
  filter(if_all(starts_with(main_qs), ~ !is.na(.x)))

sb_main <- sb_complete_cases_main_qs %>% 
    select(-ends_with("_R"))

sb_items_only <- sb_complete_cases_main_qs %>% 
    select(starts_with(main_qs))

sb_main$`Submission id`[str_length(sb_main$`Submission id`) < 20]
## [1] NA NA NA NA
nrow(sb_main)
## [1] 470

470 have full main questionnaire data

2 PR cleaning a la pre-reg

We will follow Goldammer et al.(2020) and Yentes (2020) recommendations for identifying and excluding participants exhibiting problematic response patterns (e.g., careless responding). Accordingly, participants will be excluded if any of the following thresholds are exceeded:

  1. longstring (≥ .40 SD above mean),
  2. multivariate outlier statistic using Mahalanobis distance (≥ .50 SD above mean),
  3. psychometric synonyms (r < .60),
  4. psychometric antonyms (r ≥ -.40),
  5. even-odd-index (≥ .20 SD above mean).
library(careless)

2.1 inverted items

inv_items <- rio::import("https://docs.google.com/spreadsheets/d/16QcRLP5BUn1Cmtr0e_XRdjr1Wg-EHSMSGmgZO1M3tNM/edit?gid=0#gid=0", which = 2) %>% select(item = id, reversed)

inv_items <- inv_items %>%
  filter(reversed) %>%
  pull(item) %>%
  intersect(names(sb_main))

# Reverse code items based on "reversed" column in "inv_items"
sb_main_inverted <- sb_main %>%
  mutate(across(c(all_of(inv_items), ULS8_03, ULS8_06), ~ 7 + 1 - as.numeric(.)))

# data.frame(sb_main$AAID_01, sb_main$AAID_01)

2.2 longstring

calculating them based on main questionnaires only (excluding work related ones for consistency)

sb_longstring <- sb_main %>% 
  mutate(longstring = longstring(sb_main %>% select(starts_with(main_qs))),
         longstring_mean = mean(longstring),
         longstring_sd = sd(longstring),
         longstring_outlier = if_else(longstring >= longstring_mean + .4 * longstring_sd, T, F)) %>% 
  relocate(c("longstring", "longstring_outlier"), .after = "Submission id")

ggplot(sb_longstring, aes(longstring)) + geom_histogram()

sum(sb_longstring$longstring_outlier)
## [1] 91

ouch

2.3 Mahalanobis

sb_mahal <- sb_longstring %>% 
  mutate(mahal_dist = mahad(sb_main %>% select(starts_with(main_qs))),
             mahal_flagged = mahad(sb_main %>% select(starts_with(main_qs)), flag = TRUE, confidence = .95)$flagged,
         mahal_dist_mean = mean(mahal_dist),
         mahal_dist_sd = sd(mahal_dist),
         mahal_dist_outlier_.5 = if_else(mahal_dist >= mahal_dist_mean + .5 * mahal_dist_sd, T, F),
             mahal_dist_outlier_1.5 = if_else(mahal_dist >= mahal_dist_mean + 1.5 * mahal_dist_sd, T, F))

sum(sb_mahal$mahal_dist_outlier_.5)
## [1] 152
sum(sb_mahal$mahal_dist_outlier_1.5)
## [1] 33
sum(sb_mahal$mahal_flagged)
## [1] 98

2.4 psychometric synonym

.22 instead of .6 as cut off

cors <- psychsyn_critval(sb_main %>% select(starts_with(main_qs)))
cors
## # A tibble: 47,961 × 3
##    var1    var2      cor
##    <fct>   <fct>   <dbl>
##  1 CESD_18 CESD_06 0.838
##  2 CESD_16 CESD_12 0.813
##  3 PTQ_06  PTQ_01  0.797
##  4 CESD_06 CESD_03 0.792
##  5 PTQ_11  PTQ_01  0.789
##  6 ULS8_05 ULS8_04 0.786
##  7 PTQ_13  PTQ_08  0.776
##  8 PTQ_11  PTQ_03  0.772
##  9 CESD_09 CESD_06 0.770
## 10 PTQ_11  PTQ_08  0.769
## # ℹ 47,951 more rows

k=341 psychometric synonyms found.

# sb_psychsyn <- sb_mahal %>% 
#   mutate(psychsyn = psychsyn(sb_main %>% select(id, starts_with(main_qs))),
#          psychsyn_mean = mean(psychsyn, na.rm = T),
#          psychsyn_sd = sd(psychsyn, na.rm = T),
#          psychsyn_outlier = if_else(psychsyn < psychsyn_mean - .5 * psychsyn_sd, T, F)) %>% 
#   relocate(c("psychsyn", "psychsyn_outlier"), .after = "id") 
# 
# sum(sb_psychsyn$psychsyn_outlier, na.rm = T)

sb_psychsyn <- sb_mahal %>% 
  mutate(psychsyn = psychsyn(sb_main %>% select(starts_with(main_qs))),
         psychsyn_mean = mean(psychsyn, na.rm = T),
         psychsyn_sd = sd(psychsyn, na.rm = T),
         psychsyn_outlier = if_else(psychsyn < .22, T, F)) %>% 
  relocate(c("psychsyn", "psychsyn_outlier"), .after = "Submission id") 

sum(sb_psychsyn$psychsyn_outlier, na.rm = T)
## [1] 12

two NAs (probably those with extreme longstring and so no within person variance)

2.5 psychometric antonyms

-.03 instead of -.4 as cut off

cors <- psychsyn_critval(sb_main %>% select(starts_with(main_qs)), anto = TRUE)
cors
## # A tibble: 47,961 × 3
##    var1    var2       cor
##    <fct>   <fct>    <dbl>
##  1 RAAS_05 RAAS_02 -0.645
##  2 CESD_16 CESD_06 -0.632
##  3 CESD_18 CESD_12 -0.627
##  4 RAAS_14 RAAS_07 -0.622
##  5 CESD_12 CESD_06 -0.621
##  6 CESD_12 CESD_09 -0.619
##  7 CESD_16 CESD_09 -0.619
##  8 CESD_18 CESD_16 -0.610
##  9 CESD_12 CESD_03 -0.595
## 10 CESD_16 CESD_03 -0.582
## # ℹ 47,951 more rows
sum(cors$cor < -.40, na.rm = TRUE)
## [1] 320

k=320 psychometric antonyms found.

sb_psychant <- sb_psychsyn %>% 
  mutate(psychant = psychant(sb_main %>% select(starts_with(main_qs)), critval = -.4),
         psychant_mean = mean(psychant, na.rm = T),
         psychant_sd = sd(psychant, na.rm = T),
         psychant_outlier = if_else(psychant > -.03, T, F)) %>% 
  relocate(c("psychant", "psychant_outlier"), .after = "Submission id") 

sum(sb_psychant$psychant_outlier, na.rm = T)
## [1] 18

2.6 even-odd

sb_even_odd <- sb_psychant %>% 
  mutate(even_odd = evenodd(sb_main %>% select(`Submission id`, starts_with(main_qs)),factors = c(6, 8, 10, 14, 10, 8, 7, 18, 20, 30, 18, 15, 11, 09, 09, 11, 16)),
         even_odd_mean = mean(even_odd, na.rm = T),
         even_odd_sd = sd(even_odd, na.rm = T),
         even_odd_outlier = if_else(even_odd >= even_odd_mean + .2 * even_odd_sd, T, F)) %>% 
  relocate(c("even_odd", "even_odd_outlier"), .after = "Submission id") 
## Warning: There were 472 warnings in `mutate()`.
## The first warning was:
## ℹ In argument: `even_odd = evenodd(...)`.
## Caused by warning in `evenodd()`:
## ! Computation of even-odd has changed for consistency of interpretation
##           with other indices. This change occurred in version 1.2.0. A higher
##           score now indicates a greater likelihood of careless responding. If
##           you have previously written code to cut score based on the output of
##           this function, you should revise that code accordingly.
## ℹ Run `dplyr::last_dplyr_warnings()` to see the 471 remaining warnings.
sb_even_odd %>% select(even_odd_mean, even_odd_sd) %>% distinct()
## # A tibble: 1 × 2
##   even_odd_mean even_odd_sd
##           <dbl>       <dbl>
## 1        -0.734       0.214
qplot(sb_even_odd$even_odd)
## Warning: Removed 2 rows containing non-finite outside the scale range
## (`stat_bin()`).

sort(sb_even_odd$even_odd) %>% tail()
## [1] 0.17 0.28 0.40 0.49 1.00 1.00
sum(sb_even_odd$even_odd_outlier, na.rm = T)
## [1] 138

2.7 Time spent on page 5

sb_even_odd$time_per_item <- sb_complete_cases_main_qs$TIME005 / (rowSums(!is.na(sb_items_only))-1)
qplot(sb_even_odd$time_per_item)

sum(sb_even_odd$time_per_item < 2)
## [1] 8
sb_even_odd <- sb_even_odd %>% 
    mutate(
        too_quick_outlier = time_per_item < 2
    )

2.8 Seriousness check

sb_even_odd <- sb_even_odd %>% 
    mutate(
        not_serious = if_else(ZY02 == "No, my responses should not be used.",
                                                            TRUE, FALSE, FALSE)) 

2.9 exclude if any of the conditions is met

library(UpSetR)

sb_even_odd$longstring_extreme_outlier <- sb_even_odd$longstring > 100

criteria <- sb_even_odd %>% 
    select(longstring_outlier,longstring_extreme_outlier, mahal_dist_outlier_.5, mahal_flagged, psychsyn_outlier, psychant_outlier, even_odd_outlier) %>% 
      as.data.frame() %>% 
    mutate_all(~ if_else(is.na(.), 1, . + 0))

upset(criteria, ncol(criteria), 40, show.numbers = "yes", order.by = "freq",
      main.bar.color = "#6E8691",
      matrix.color = "#6E8691",
      sets.bar.color = "#53AC9B")

# preregistered
sb_even_odd %>% 
  filter(if_any(c(longstring_outlier, mahal_dist_outlier_.5, psychsyn_outlier, psychant_outlier, even_odd_outlier), ~ . == TRUE)) %>% nrow()
## [1] 297
# as above without longstring
sb_even_odd %>% 
  filter(if_any(c(mahal_dist_outlier_.5, psychsyn_outlier, psychant_outlier, even_odd_outlier), ~ . == TRUE)) %>% nrow()
## [1] 246
# with the mahal flagging as in the careless package
sb_even_odd %>% 
  filter(!psychsyn_outlier, !psychant_outlier, !mahal_flagged, even_odd < -.45, time_per_item >= 2) %>% nrow()
## [1] 337
sb_even_odd %>% 
  filter(!psychsyn_outlier, !psychant_outlier, !mahal_flagged, !(even_odd_outlier & mahal_dist_outlier_.5)) %>% nrow()
## [1] 334
sb_even_odd %>% 
  filter(!psychsyn_outlier, !psychant_outlier, !mahal_flagged, !even_odd_outlier) %>% nrow()
## [1] 255

294/465 are excluded

2.10 New criteria

sb_even_odd <- sb_even_odd %>% 
    mutate(even_odd_outlier = even_odd >= -.45) %>% 
    mutate(included = !mahal_flagged & !psychsyn_outlier & !psychant_outlier & !even_odd_outlier &
                 !not_serious  & !too_quick_outlier) 

criteria <- sb_even_odd %>% 
    select(mahal_flagged, psychsyn_outlier, psychant_outlier, even_odd_outlier,
                 not_serious, too_quick_outlier, included) %>% 
      as.data.frame() %>% 
    mutate_all(~ if_else(is.na(.), 1, . + 0))
cor(criteria)
##                   mahal_flagged psychsyn_outlier psychant_outlier
## mahal_flagged             1.000           0.0333            0.016
## psychsyn_outlier          0.033           1.0000            0.326
## psychant_outlier          0.016           0.3256            1.000
## even_odd_outlier          0.076           0.5484            0.168
## not_serious              -0.024          -0.0081           -0.010
## too_quick_outlier        -0.027           0.3640            0.210
## included                 -0.821          -0.2525           -0.300
##                   even_odd_outlier not_serious too_quick_outlier included
## mahal_flagged                0.076     -0.0237           -0.0271   -0.821
## psychsyn_outlier             0.548     -0.0081            0.3640   -0.253
## psychant_outlier             0.168     -0.0100            0.2104   -0.300
## even_odd_outlier             1.000     -0.0114            0.2503   -0.375
## not_serious                 -0.011      1.0000           -0.0061   -0.074
## too_quick_outlier            0.250     -0.0061            1.0000   -0.211
## included                    -0.375     -0.0739           -0.2106    1.000
psych::alpha(criteria %>% select(-included))
## Warning in psych::alpha(criteria %>% select(-included)): Some items were negatively correlated with the first principal component and probably 
## should be reversed.  
## To do this, run the function again with the 'check.keys=TRUE' option
## Some items ( not_serious ) were negatively correlated with the first principal component and 
## probably should be reversed.  
## To do this, run the function again with the 'check.keys=TRUE' option
## 
## Reliability analysis   
## Call: psych::alpha(x = criteria %>% select(-included))
## 
##   raw_alpha std.alpha G6(smc) average_r  S/N   ase mean   sd median_r
##       0.38      0.47    0.49      0.13 0.87 0.043 0.06 0.11    0.033
## 
##     95% confidence boundaries 
##          lower alpha upper
## Feldt     0.29  0.38  0.46
## Duhachek  0.29  0.38  0.46
## 
##  Reliability if an item is dropped:
##                   raw_alpha std.alpha G6(smc) average_r  S/N alpha se var.r
## mahal_flagged          0.58      0.53    0.53     0.183 1.12    0.027 0.038
## psychsyn_outlier       0.21      0.26    0.24     0.064 0.34    0.052 0.011
## psychant_outlier       0.31      0.40    0.43     0.120 0.68    0.046 0.040
## even_odd_outlier       0.22      0.32    0.33     0.087 0.48    0.052 0.023
## not_serious            0.40      0.55    0.55     0.196 1.22    0.044 0.033
## too_quick_outlier      0.32      0.39    0.42     0.111 0.63    0.046 0.035
##                    med.r
## mahal_flagged     0.1891
## psychsyn_outlier  0.0048
## psychant_outlier  0.0136
## even_odd_outlier  0.0048
## not_serious       0.1891
## too_quick_outlier 0.0245
## 
##  Item statistics 
##                     n raw.r std.r  r.cor r.drop   mean    sd
## mahal_flagged     470 0.637  0.34  0.038  0.042 0.2085 0.407
## psychsyn_outlier  470 0.633  0.72  0.758  0.440 0.0298 0.170
## psychant_outlier  470 0.497  0.55  0.378  0.214 0.0447 0.207
## even_odd_outlier  470 0.630  0.65  0.612  0.343 0.0574 0.233
## not_serious       470 0.044  0.30 -0.027 -0.025 0.0021 0.046
## too_quick_outlier 470 0.419  0.57  0.429  0.242 0.0170 0.129
## 
## Non missing response frequency for each item
##                      0    1 miss
## mahal_flagged     0.79 0.21    0
## psychsyn_outlier  0.97 0.03    0
## psychant_outlier  0.96 0.04    0
## even_odd_outlier  0.94 0.06    0
## not_serious       1.00 0.00    0
## too_quick_outlier 0.98 0.02    0
upset(criteria, ncol(criteria), 40, show.numbers = "yes", order.by = "freq",
      main.bar.color = "#6E8691",
      matrix.color = "#6E8691",
      sets.bar.color = "#53AC9B")

2.11 Save processed data

saveRDS(sb_even_odd, file = "data/processed/sosci_labelled_with_exclusion_criteria.rds")
---
title: "SurveyBot3000 exclusions related to data quality"
date: "`r Sys.Date()`"
output: 
  html_document:
    number_sections: true
    toc: true
    toc_depth: 3
    toc_float: true
    self_contained: true
---

```{r setup, message = FALSE}
knitr::opts_chunk$set(
	message = FALSE,
	warning = TRUE,
	include = TRUE,
	error = TRUE,
	fig.width = 8,
	fig.height = 4
)
```
# set up

```{r}
library(tidyverse)
library(haven)
library(labelled)
library(readr)

# windowsFonts(Times = windowsFont("Times New Roman"))
ggplot2::theme_set(ggplot2::theme_bw())

options(scipen = 999,
        digits = 2)
```

## import data 
```{r}
sb <- read_rds("data/processed/sosci_labelled.rds")

nationalities <- sb$Nationality
nationalities <- nationalities[!nationalities %in% c("CONSENT_REVOKED","DATA_EXPIRED")]
table(nationalities)
prop.table(table(nationalities))
table(sb$`Country of residence`)

table(sb$SD05)
table(sb$SD06)
```

## Prolific experience
```{r}
median(sb$`Total approvals`, na.rm = T)
qplot(sb$`Total approvals`) + scale_x_sqrt(breaks = c(0, 20, 100, 500, 1000, 2500, 5000, 10000))
sum(sb$`Total approvals` == 0, na.rm = T)
sum(sb$`Total approvals` < 20, na.rm = T)
sum(sb$`Total approvals` < 20, na.rm = T)/nrow(sb)*100
```


## preprocess 
### filter to those who have main questionnaire data to avoid duplicates in the survey data when merging with approved prolific ids

```{r}
main_qs <- c("AAID", "PANAS", "PAQ", "PSS", "NEPS", "ULS", "FCV", "DAQ", "CESD", "HEXACO", "OCIR", "PTQ", "RAAS", "KSA", "SAS", "MFQ", "CQ")


sb_complete_cases_main_qs <- sb %>%
  filter(if_all(starts_with(main_qs), ~ !is.na(.x)))

sb_main <- sb_complete_cases_main_qs %>% 
	select(-ends_with("_R"))

sb_items_only <- sb_complete_cases_main_qs %>% 
	select(starts_with(main_qs))

sb_main$`Submission id`[str_length(sb_main$`Submission id`) < 20]
nrow(sb_main)
```

`r nrow(sb_main)` have full main questionnaire data


# PR cleaning a la pre-reg
> We will follow Goldammer et al.(2020) and Yentes (2020) recommendations for identifying and excluding participants exhibiting problematic response patterns (e.g., careless responding). 
> Accordingly, participants will be excluded if any of the following thresholds are exceeded: 
> 
> a) longstring (≥ .40 SD above mean),  
> b) multivariate outlier statistic using Mahalanobis distance (≥ .50 SD above mean), 
> c) psychometric synonyms (r < .60), 
> d) psychometric antonyms (r ≥ -.40), 
> e) even-odd-index (≥ .20 SD above mean).


```{r}
library(careless)
```

## inverted items
```{r}
inv_items <- rio::import("https://docs.google.com/spreadsheets/d/16QcRLP5BUn1Cmtr0e_XRdjr1Wg-EHSMSGmgZO1M3tNM/edit?gid=0#gid=0", which = 2) %>% select(item = id, reversed)

inv_items <- inv_items %>%
  filter(reversed) %>%
  pull(item) %>%
  intersect(names(sb_main))

# Reverse code items based on "reversed" column in "inv_items"
sb_main_inverted <- sb_main %>%
  mutate(across(c(all_of(inv_items), ULS8_03, ULS8_06), ~ 7 + 1 - as.numeric(.)))

# data.frame(sb_main$AAID_01, sb_main$AAID_01)
```



## longstring
calculating them based on main questionnaires only (excluding work related ones for consistency)
```{r}
sb_longstring <- sb_main %>% 
  mutate(longstring = longstring(sb_main %>% select(starts_with(main_qs))),
         longstring_mean = mean(longstring),
         longstring_sd = sd(longstring),
         longstring_outlier = if_else(longstring >= longstring_mean + .4 * longstring_sd, T, F)) %>% 
  relocate(c("longstring", "longstring_outlier"), .after = "Submission id")

ggplot(sb_longstring, aes(longstring)) + geom_histogram()
sum(sb_longstring$longstring_outlier)
```

ouch

## Mahalanobis
```{r}
sb_mahal <- sb_longstring %>% 
  mutate(mahal_dist = mahad(sb_main %>% select(starts_with(main_qs))),
  			 mahal_flagged = mahad(sb_main %>% select(starts_with(main_qs)), flag = TRUE, confidence = .95)$flagged,
         mahal_dist_mean = mean(mahal_dist),
         mahal_dist_sd = sd(mahal_dist),
         mahal_dist_outlier_.5 = if_else(mahal_dist >= mahal_dist_mean + .5 * mahal_dist_sd, T, F),
  			 mahal_dist_outlier_1.5 = if_else(mahal_dist >= mahal_dist_mean + 1.5 * mahal_dist_sd, T, F))

sum(sb_mahal$mahal_dist_outlier_.5)
sum(sb_mahal$mahal_dist_outlier_1.5)
sum(sb_mahal$mahal_flagged)
```




## psychometric synonym
.22 instead of .6 as cut off
```{r}
cors <- psychsyn_critval(sb_main %>% select(starts_with(main_qs)))
cors
```

k=`r sum(cors$cor > .60, na.rm = TRUE)` psychometric synonyms found.

```{r, fig.width=6, fig.height=6}
# sb_psychsyn <- sb_mahal %>% 
#   mutate(psychsyn = psychsyn(sb_main %>% select(id, starts_with(main_qs))),
#          psychsyn_mean = mean(psychsyn, na.rm = T),
#          psychsyn_sd = sd(psychsyn, na.rm = T),
#          psychsyn_outlier = if_else(psychsyn < psychsyn_mean - .5 * psychsyn_sd, T, F)) %>% 
#   relocate(c("psychsyn", "psychsyn_outlier"), .after = "id") 
# 
# sum(sb_psychsyn$psychsyn_outlier, na.rm = T)

sb_psychsyn <- sb_mahal %>% 
  mutate(psychsyn = psychsyn(sb_main %>% select(starts_with(main_qs))),
         psychsyn_mean = mean(psychsyn, na.rm = T),
         psychsyn_sd = sd(psychsyn, na.rm = T),
         psychsyn_outlier = if_else(psychsyn < .22, T, F)) %>% 
  relocate(c("psychsyn", "psychsyn_outlier"), .after = "Submission id") 

sum(sb_psychsyn$psychsyn_outlier, na.rm = T)
```



two NAs (probably those with extreme longstring and so no within person variance)

## psychometric antonyms
-.03 instead of -.4 as cut off
```{r}
cors <- psychsyn_critval(sb_main %>% select(starts_with(main_qs)), anto = TRUE)
cors
sum(cors$cor < -.40, na.rm = TRUE)
```

k=`r sum(cors$cor < -.40, na.rm = TRUE)` psychometric antonyms found.


```{r, fig.width=6, fig.height=6}
sb_psychant <- sb_psychsyn %>% 
  mutate(psychant = psychant(sb_main %>% select(starts_with(main_qs)), critval = -.4),
         psychant_mean = mean(psychant, na.rm = T),
         psychant_sd = sd(psychant, na.rm = T),
         psychant_outlier = if_else(psychant > -.03, T, F)) %>% 
  relocate(c("psychant", "psychant_outlier"), .after = "Submission id") 

sum(sb_psychant$psychant_outlier, na.rm = T)
```

## even-odd
```{r}
sb_even_odd <- sb_psychant %>% 
  mutate(even_odd = evenodd(sb_main %>% select(`Submission id`, starts_with(main_qs)),factors = c(6, 8, 10, 14, 10, 8, 7, 18, 20, 30, 18, 15, 11, 09, 09, 11, 16)),
         even_odd_mean = mean(even_odd, na.rm = T),
         even_odd_sd = sd(even_odd, na.rm = T),
         even_odd_outlier = if_else(even_odd >= even_odd_mean + .2 * even_odd_sd, T, F)) %>% 
  relocate(c("even_odd", "even_odd_outlier"), .after = "Submission id") 

sb_even_odd %>% select(even_odd_mean, even_odd_sd) %>% distinct()
qplot(sb_even_odd$even_odd)
sort(sb_even_odd$even_odd) %>% tail()
sum(sb_even_odd$even_odd_outlier, na.rm = T)
```

## Time spent on page 5
```{r}
sb_even_odd$time_per_item <- sb_complete_cases_main_qs$TIME005 / (rowSums(!is.na(sb_items_only))-1)
qplot(sb_even_odd$time_per_item)
sum(sb_even_odd$time_per_item < 2)

sb_even_odd <- sb_even_odd %>% 
	mutate(
		too_quick_outlier = time_per_item < 2
	)
```


## Seriousness check
```{r}
sb_even_odd <- sb_even_odd %>% 
	mutate(
		not_serious = if_else(ZY02 == "No, my responses should not be used.",
				 											TRUE, FALSE, FALSE)) 
```


## exclude if any of the conditions is met
```{r}
library(UpSetR)

sb_even_odd$longstring_extreme_outlier <- sb_even_odd$longstring > 100

criteria <- sb_even_odd %>% 
	select(longstring_outlier,longstring_extreme_outlier, mahal_dist_outlier_.5, mahal_flagged, psychsyn_outlier, psychant_outlier, even_odd_outlier) %>% 
	  as.data.frame() %>% 
	mutate_all(~ if_else(is.na(.), 1, . + 0))

upset(criteria, ncol(criteria), 40, show.numbers = "yes", order.by = "freq",
      main.bar.color = "#6E8691",
      matrix.color = "#6E8691",
      sets.bar.color = "#53AC9B")

# preregistered
sb_even_odd %>% 
  filter(if_any(c(longstring_outlier, mahal_dist_outlier_.5, psychsyn_outlier, psychant_outlier, even_odd_outlier), ~ . == TRUE)) %>% nrow()

# as above without longstring
sb_even_odd %>% 
  filter(if_any(c(mahal_dist_outlier_.5, psychsyn_outlier, psychant_outlier, even_odd_outlier), ~ . == TRUE)) %>% nrow()

# with the mahal flagging as in the careless package
sb_even_odd %>% 
  filter(!psychsyn_outlier, !psychant_outlier, !mahal_flagged, even_odd < -.45, time_per_item >= 2) %>% nrow()

sb_even_odd %>% 
  filter(!psychsyn_outlier, !psychant_outlier, !mahal_flagged, !(even_odd_outlier & mahal_dist_outlier_.5)) %>% nrow()

sb_even_odd %>% 
  filter(!psychsyn_outlier, !psychant_outlier, !mahal_flagged, !even_odd_outlier) %>% nrow()
```

294/465 are excluded 

## New criteria
```{r}
sb_even_odd <- sb_even_odd %>% 
	mutate(even_odd_outlier = even_odd >= -.45) %>% 
	mutate(included = !mahal_flagged & !psychsyn_outlier & !psychant_outlier & !even_odd_outlier &
				 !not_serious  & !too_quick_outlier) 

criteria <- sb_even_odd %>% 
	select(mahal_flagged, psychsyn_outlier, psychant_outlier, even_odd_outlier,
				 not_serious, too_quick_outlier, included) %>% 
	  as.data.frame() %>% 
	mutate_all(~ if_else(is.na(.), 1, . + 0))
cor(criteria)
psych::alpha(criteria %>% select(-included))

upset(criteria, ncol(criteria), 40, show.numbers = "yes", order.by = "freq",
      main.bar.color = "#6E8691",
      matrix.color = "#6E8691",
      sets.bar.color = "#53AC9B")

```

## Save processed data
```{r}
saveRDS(sb_even_odd, file = "data/processed/sosci_labelled_with_exclusion_criteria.rds")
```

