Cyclist MidBlock

group_data <- data %>%
  filter(mode == "Cyclist", intersection == "No") # Filter data for Cyclist MidBlock

# Define the group_vars 
group_vars <- c("oneway", "twoways", "clearzone", "onstreetparking", 
                "parkinglotgarage", "concretebarrier", "laneofparkedcars", 
                "bikelanewithbarrier", "offroadbikepathcycletrack", "raisedbikelane", 
                "twowayprotectedbicyclelane", "onewayprotectedbicyclelane", 
                "bufferedbicyclelaneadjacenttocurb", "bufferedbicyclelaneoffsetfromcurb", 
                "paintedbicyclelaneadjacenttocurb", "paintedbicyclelaneoffsetfromcurb", 
                "bikeaccessibleshoulder", "sharedlanewithmarkings", "onelane", "twolanes", 
                "threelanes", "fourlanes", "fivelanes", "sixlanes")

# Grouping the variables by category
categories <- list(
  "Road Direction" = c("oneway", "twoways"),
  "Number of Lanes" = c("onelane", "twolanes", "threelanes", "fourlanes", "fivelanes", "sixlanes"),
  "Cyclist Infrastructure" = c("bikelanewithbarrier", "offroadbikepathcycletrack", 
                               "raisedbikelane", "twowayprotectedbicyclelane", 
                               "onewayprotectedbicyclelane", "bufferedbicyclelaneadjacenttocurb", 
                               "bufferedbicyclelaneoffsetfromcurb", 
                               "paintedbicyclelaneadjacenttocurb", 
                               "paintedbicyclelaneoffsetfromcurb", "bikeaccessibleshoulder", 
                               "sharedlanewithmarkings"),
  "Other Variables" = setdiff(group_vars, c("oneway", "twoways", "onelane", "twolanes", "threelanes", "fourlanes", "fivelanes", "sixlanes", "bikelanewithbarrier", "offroadbikepathcycletrack", 
                               "raisedbikelane", "twowayprotectedbicyclelane", 
                               "onewayprotectedbicyclelane", "bufferedbicyclelaneadjacenttocurb", 
                               "bufferedbicyclelaneoffsetfromcurb", 
                               "paintedbicyclelaneadjacenttocurb", 
                               "paintedbicyclelaneoffsetfromcurb", "bikeaccessibleshoulder", 
                               "sharedlanewithmarkings"))
)

odds_ratios_list <- list()
standard_columns <- c("Category", "Variable", "Level", "Injury", "Injury_Percent", "Non-Injury", "Non-Injury_Percent", "OddsRatio", "Lower", "Upper", "PValue")

for (category in names(categories)) {
  for (var in categories[[category]]) {
    if (var %in% names(group_data)) {
      odds_ratio_result <- tryCatch({
        if (n_distinct(group_data[[var]]) == 2) {
          odds_data <- group_data %>%
            select(all_of(var), crashseverity) %>%
            table() %>%
            as.matrix()
          
          if (all(dim(odds_data) == c(2, 2))) {  # Ensure the table has the correct dimensions
            
            
            
            # Use epitab to calculate odds ratio
            odds_ratio_table <- as.data.frame(epitab(odds_data, method = "oddsratio")$tab) %>%
              mutate(across(where(is.numeric), round, 4))
            
            odds_ratio_table <- cbind(Category = category, Variable = var, Level = rownames(odds_ratio_table), odds_ratio_table)
            names(odds_ratio_table) <- standard_columns
            odds_ratio_table
          } else {
            data.frame(
              Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
              Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
              Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
            )
          }
        } else {
          data.frame(
            Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
            Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
            Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
          )
        }
      }, error = function(e) {
        data.frame(
          Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
          Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
          Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
        )
      })
      
      odds_ratios_list[[var]] <- odds_ratio_result
    }
  }
}
Warning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrect
odds_ratios_data <- do.call(rbind, odds_ratios_list) # Combine results into a single data frame


odds_ratios_data$OddsRatio_CI <- ifelse(is.na(odds_ratios_data$OddsRatio), "-", 
                                        paste0(odds_ratios_data$OddsRatio, " (", odds_ratios_data$Lower, " - ", odds_ratios_data$Upper, ")"))

odds_ratios_data <- odds_ratios_data %>% select(-Lower, -Upper) # Drop Lower and Upper columns

row_colors <- rep(c("#f9f9f9", "#ffffff"), length.out = nrow(odds_ratios_data))
odds_ratios_data$Variable <- ifelse(duplicated(odds_ratios_data$Variable), "", odds_ratios_data$Variable)
odds_ratios_data$Category <- ifelse(duplicated(odds_ratios_data$Category), "", odds_ratios_data$Category) 


final_table_html <- htmlTable(
  odds_ratios_data %>% 
    mutate(Injury_Percent_Combined = paste0(Injury, " - (", Injury_Percent, ")")) %>% # Combine into a single column 
    mutate(Non_Injury_Percent_Combined = paste0(`Non-Injury`, " - (", `Non-Injury_Percent`, ")")) %>%
    
    select("Category", "Variable", "Level", "Injury_Percent_Combined", "Non_Injury_Percent_Combined", "PValue", "OddsRatio_CI") %>%
    rename("Injury (%)" = Injury_Percent_Combined, "Non-Injury (%)" = Non_Injury_Percent_Combined) %>%
   
    mutate(across(everything(), ~ ifelse(is.na(.) | . %in% c("NA", "NaN", "Inf", "-Inf"), "", .))),
  header = c("Category", "Variable", "Level", "Injury (%)", "Non-Injury (%)", "P-Value", "Odds Ratio (95% CI)"),
  align = 'lcccccc',
  rnames = FALSE,
  css.cell = "text-align: center; padding: 12px 15px; font-size: 12px; white-space: nowrap;",
  css.row = sprintf("background-color: %s;", row_colors),
  header.css = "background-color: #333333; font-size: 14px; text-align: center; color: white;",
  caption = "<h3 style='text-align: center;'>Analysis for Cyclist MidBlock</h3>
             <p style='text-align: center;'><em>This analysis focuses on mode: cyclist | intersection: no</em></p>"
)

# Display the final HTML table
print(HTML(final_table_html))

Analysis for Cyclist MidBlock

This analysis focuses on mode: cyclist | intersection: no

Category Variable Level Injury (%) Non-Injury (%) P-Value Odds Ratio (95% CI)
Road Direction oneway No 167 - (0.9598) 72 - (0.9863) 1 (NA - NA)
Yes 7 - (0.0402) 1 - (0.0137) 0.4424 0.3313 (0.04 - 2.7424)
twoways No 6 - (0.0345) 0 - (0) 1 (NA - NA)
Yes 168 - (0.9655) 73 - (1) 0.1837 Inf (NaN - Inf)
Number of Lanes onelane No 174 - (1) 72 - (0.9863) 1 (NA - NA)
Yes 0 - (0) 1 - (0.0137) 0.2955 Inf (NaN - Inf)
twolanes No 73 - (0.4195) 20 - (0.274) 1 (NA - NA)
Yes 101 - (0.5805) 53 - (0.726) 0.0321 1.9153 (1.0554 - 3.476)
threelanes No 166 - (0.954) 72 - (0.9863) 1 (NA - NA)
Yes 8 - (0.046) 1 - (0.0137) 0.2884 0.2882 (0.0354 - 2.3468)
fourlanes No 120 - (0.6897) 56 - (0.7671) 1 (NA - NA)
Yes 54 - (0.3103) 17 - (0.2329) 0.2808 0.6746 (0.3591 - 1.2675)
fivelanes No 167 - (0.9598) 73 - (1) 1 (NA - NA)
Yes 7 - (0.0402) 0 - (0) 0.1082 0 (0 - NaN)
sixlanes No 165 - (0.9483) 71 - (0.9726) 1 (NA - NA)
Yes 9 - (0.0517) 2 - (0.0274) 0.515 0.5164 (0.1088 - 2.4508)
Cyclist Infrastructure bikelanewithbarrier No 174 - (1) 71 - (0.9726) 1 (NA - NA)
Yes 0 - (0) 2 - (0.0274) 0.0865 Inf (NaN - Inf)
offroadbikepathcycletrack No 172 - (0.9885) 73 - (1) 1 (NA - NA)
Yes 2 - (0.0115) 0 - (0) 1 0 (0 - NaN)
raisedbikelane No 171 - (0.9828) 72 - (0.9863) 1 (NA - NA)
Yes 3 - (0.0172) 1 - (0.0137) 1 0.7917 (0.081 - 7.7388)
twowayprotectedbicyclelane No 171 - (0.9828) 72 - (0.9863) 1 (NA - NA)
Yes 3 - (0.0172) 1 - (0.0137) 1 0.7917 (0.081 - 7.7388)
onewayprotectedbicyclelane No 174 - (1) 72 - (0.9863) 1 (NA - NA)
Yes 0 - (0) 1 - (0.0137) 0.2955 Inf (NaN - Inf)
bufferedbicyclelaneadjacenttocurb No 169 - (0.9713) 72 - (0.9863) 1 (NA - NA)
Yes 5 - (0.0287) 1 - (0.0137) 0.6732 0.4694 (0.0539 - 4.0897)
bufferedbicyclelaneoffsetfromcurb No 174 - (1) 72 - (0.9863) 1 (NA - NA)
Yes 0 - (0) 1 - (0.0137) 0.2955 Inf (NaN - Inf)
paintedbicyclelaneadjacenttocurb No 138 - (0.7931) 57 - (0.7808) 1 (NA - NA)
Yes 36 - (0.2069) 16 - (0.2192) 0.8648 1.076 (0.5535 - 2.092)
paintedbicyclelaneoffsetfromcurb No 165 - (0.9483) 68 - (0.9315) 1 (NA - NA)
Yes 9 - (0.0517) 5 - (0.0685) 0.5621 1.348 (0.4358 - 4.1694)
bikeaccessibleshoulder No 162 - (0.931) 68 - (0.9315) 1 (NA - NA)
Yes 12 - (0.069) 5 - (0.0685) 1 0.9926 (0.3368 - 2.926)
sharedlanewithmarkings No 166 - (0.954) 72 - (0.9863) 1 (NA - NA)
Yes 8 - (0.046) 1 - (0.0137) 0.2884 0.2882 (0.0354 - 2.3468)
Other Variables clearzone No 174 - (1) 71 - (0.9726) 1 (NA - NA)
Yes 0 - (0) 2 - (0.0274) 0.0865 Inf (NaN - Inf)
onstreetparking No 97 - (0.5575) 33 - (0.4521) 1 (NA - NA)
Yes 77 - (0.4425) 40 - (0.5479) 0.1624 1.527 (0.8814 - 2.6452)
parkinglotgarage No 57 - (0.3276) 31 - (0.4247) 1 (NA - NA)
Yes 117 - (0.6724) 42 - (0.5753) 0.1491 0.66 (0.3764 - 1.1576)
concretebarrier No 172 - (0.9885) 73 - (1) 1 (NA - NA)
Yes 2 - (0.0115) 0 - (0) 1 0 (0 - NaN)
laneofparkedcars No 170 - (0.977) 73 - (1) 1 (NA - NA)
Yes 4 - (0.023) 0 - (0) 0.3224 0 (0 - NaN)
NULL
Cyclist Intersection

cyclist_intersection_data <- data %>%
  filter(mode == "Cyclist", intersection == "Yes") # Filter data for Cyclist Intersection

group_vars <- c("oneway", "twoways", "onelane", "twolanes", "threelanes", "fourlanes", 
                "fivelanes", "sixlanes", "signalized", "stopsigns", "roundabout", 
                "dedicatedsignalforcyclists", "bikeboxes", "twostageturnbox", 
                "protectedordedicatedintersection", "medianislanddiverter", 
                "combinedbikelaneturnlane", "throughbikelane")

categories <- list(
  "Road Direction" = c("oneway", "twoways"),
  "Number of Lanes" = c("onelane", "twolanes", "threelanes", "fourlanes", "fivelanes", "sixlanes"),
  "Intersection Infrastructure" = c("signalized", "stopsigns", "roundabout"),
  "Cyclist Infrastructure" = c("dedicatedsignalforcyclists", "bikeboxes", "twostageturnbox", 
                                "protectedordedicatedintersection", "medianislanddiverter", 
                                "combinedbikelaneturnlane", "throughbikelane")
)

odds_ratios_list <- list()
standard_columns <- c("Category", "Variable", "Level", "Injury", "Injury_Percent", 
                      "Non-Injury", "Non-Injury_Percent", "OddsRatio", "Lower", "Upper", "PValue")

for (category in names(categories)) {
  for (var in categories[[category]]) {
    if (var %in% names(cyclist_intersection_data)) {
      odds_ratio_result <- tryCatch({
        if (n_distinct(cyclist_intersection_data[[var]]) == 2) {
          odds_data <- cyclist_intersection_data %>%
            select(all_of(var), crashseverity) %>%
            table() %>%
            as.matrix()
          
          if (all(dim(odds_data) == c(2, 2))) {  
            odds_ratio_table <- as.data.frame(epitab(odds_data, method = "oddsratio")$tab) %>%
              mutate(across(where(is.numeric), round, 4))
            
            odds_ratio_table <- cbind(Category = category, Variable = var, Level = rownames(odds_ratio_table), odds_ratio_table)
            setNames(odds_ratio_table, standard_columns)  
          } else {
            setNames(data.frame(
              Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
              Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
              Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
            ), standard_columns)  
          }
        } else {
          setNames(data.frame(
            Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
            Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
            Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
          ), standard_columns)  
        }
      }, error = function(e) {
        setNames(data.frame(
          Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
          Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
          Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
        ), standard_columns)  
      })
      
      odds_ratios_list[[var]] <- odds_ratio_result
    }
  }
}
Warning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrect
odds_ratios_data <- do.call(rbind, odds_ratios_list)

odds_ratios_data$OddsRatio_CI <- ifelse(is.na(odds_ratios_data$OddsRatio), "-", 
                                        paste0(odds_ratios_data$OddsRatio, " (", odds_ratios_data$Lower, " - ", odds_ratios_data$Upper, ")"))


odds_ratios_data <- odds_ratios_data %>% select(-Lower, -Upper)


row_colors <- rep(c("#f9f9f9", "#ffffff"), length.out = nrow(odds_ratios_data))
odds_ratios_data$Variable <- ifelse(duplicated(odds_ratios_data$Variable), "", odds_ratios_data$Variable)
odds_ratios_data$Category <- ifelse(duplicated(odds_ratios_data$Category), "", odds_ratios_data$Category)

final_table_html <- htmlTable(
  odds_ratios_data %>% 
    
    mutate(Injury_Percent_Combined = paste0(Injury, " - (", Injury_Percent, ")")) %>%
   
    mutate(Non_Injury_Percent_Combined = paste0(`Non-Injury`, " - (", `Non-Injury_Percent`, ")")) %>%
    
    select("Category", "Variable", "Level", "Injury_Percent_Combined", "Non_Injury_Percent_Combined", "PValue", "OddsRatio_CI") %>%
    rename("Injury (%)" = Injury_Percent_Combined, "Non-Injury (%)" = Non_Injury_Percent_Combined) %>%
  
    mutate(across(everything(), ~ ifelse(is.na(.) | . %in% c("NA", "NaN", "Inf", "-Inf"), "", .))),
  header = c("Category", "Variable", "Level", "Injury (%)", "Non-Injury (%)", "P-Value", "Odds Ratio (95% CI)"),
  align = 'lcccccc',
  rnames = FALSE,
  css.cell = "text-align: center; padding: 12px 15px; font-size: 12px; white-space: nowrap;",
  css.row = sprintf("background-color: %s;", row_colors),
  header.css = "background-color: #333333; font-size: 14px; text-align: center; color: white;",
  caption = "<h3 style='text-align: center;'>Analysis for Cyclist Intersection</h3>
             <p style='text-align: center;'><em>This analysis focuses on mode: cyclist | intersection: yes</em></p>"
)


print(HTML(final_table_html))

Analysis for Cyclist Intersection

This analysis focuses on mode: cyclist | intersection: yes

Category Variable Level Injury (%) Non-Injury (%) P-Value Odds Ratio (95% CI)
Road Direction oneway No 293 - (0.8906) 62 - (0.9254) 1 (NA - NA)
Yes 36 - (0.1094) 5 - (0.0746) 0.5114 0.6564 (0.2476 - 1.7396)
twoways No 5 - (0.0152) 1 - (0.0149) 1 (NA - NA)
Yes 324 - (0.9848) 66 - (0.9851) 1 1.0185 (0.1171 - 8.8608)
Number of Lanes onelane No 289 - (0.8784) 62 - (0.9254) 1 (NA - NA)
Yes 40 - (0.1216) 5 - (0.0746) 0.3969 0.5827 (0.221 - 1.536)
twolanes No 53 - (0.1611) 10 - (0.1493) 1 (NA - NA)
Yes 276 - (0.8389) 57 - (0.8507) 1 1.0946 (0.5257 - 2.2791)
threelanes No 305 - (0.9271) 61 - (0.9104) 1 (NA - NA)
Yes 24 - (0.0729) 6 - (0.0896) 0.6153 1.25 (0.4903 - 3.1868)
fourlanes No 190 - (0.5775) 39 - (0.5821) 1 (NA - NA)
Yes 139 - (0.4225) 28 - (0.4179) 1 0.9814 (0.5762 - 1.6714)
fivelanes No 316 - (0.9605) 63 - (0.9403) 1 (NA - NA)
Yes 13 - (0.0395) 4 - (0.0597) 0.5049 1.5433 (0.4873 - 4.8879)
sixlanes No 306 - (0.9301) 64 - (0.9552) 1 (NA - NA)
Yes 23 - (0.0699) 3 - (0.0448) 0.5937 0.6236 (0.1818 - 2.1399)
Intersection Infrastructure signalized No 176 - (0.535) 31 - (0.4627) 1 (NA - NA)
Yes 153 - (0.465) 36 - (0.5373) 0.2868 1.3359 (0.7888 - 2.2624)
stopsigns No 153 - (0.465) 31 - (0.4627) 1 (NA - NA)
Yes 176 - (0.535) 36 - (0.5373) 1 1.0095 (0.5961 - 1.7097)
roundabout No 323 - (0.9818) 67 - (1) 1 (NA - NA)
Yes 6 - (0.0182) 0 - (0) 0.5951 0 (0 - NaN)
Cyclist Infrastructure dedicatedsignalforcyclists No 319 - (0.9696) 67 - (1) 1 (NA - NA)
Yes 10 - (0.0304) 0 - (0) 0.2236 0 (0 - NaN)
bikeboxes No 323 - (0.9818) 64 - (0.9552) 1 (NA - NA)
Yes 6 - (0.0182) 3 - (0.0448) 0.1822 2.5234 (0.6151 - 10.3526)
twostageturnbox No 323 - (0.9818) 66 - (0.9851) 1 (NA - NA)
Yes 6 - (0.0182) 1 - (0.0149) 1 0.8157 (0.0966 - 6.8877)
protectedordedicatedintersection No 315 - (0.9574) 63 - (0.9403) 1 (NA - NA)
Yes 14 - (0.0426) 4 - (0.0597) 0.5221 1.4286 (0.4552 - 4.4831)
medianislanddiverter No 320 - (0.9726) 65 - (0.9701) 1 (NA - NA)
Yes 9 - (0.0274) 2 - (0.0299) 1 1.094 (0.231 - 5.1813)
combinedbikelaneturnlane No 322 - (0.9787) 65 - (0.9701) 1 (NA - NA)
Yes 7 - (0.0213) 2 - (0.0299) 0.6523 1.4154 (0.2875 - 6.9679)
throughbikelane No 303 - (0.921) 61 - (0.9104) 1 (NA - NA)
Yes 26 - (0.079) 6 - (0.0896) 0.8056 1.1463 (0.4526 - 2.9033)
NULL
Pedestrian MidBlock

pedestrian_midblock_data <- data %>%
  filter(mode == "Pedestrian", intersection == "No") # Filter data for Pedestrian MidBlock


group_vars <- c("oneway", "twoways", "onelane", "twolanes", "threelanes", "fourlanes", 
                "fivelanes", "sixlanes", "clearzone", "onstreetparking", "standardpaint", 
                "solidpaint", "striped", "offroadmultiusepathway", "speedhump", 
                "accessibleshoulder", "sidewalks")


categories <- list(
  "Road Direction" = c("oneway", "twoways"),
  "Number of Lanes" = c("onelane", "twolanes", "threelanes", "fourlanes", "fivelanes", "sixlanes"),
  "Pedestrian Infrastructure" = c("accessibleshoulder", "sidewalks",   "standardpaint", "solidpaint", "striped"),
  "Other Infrastructure" = c( "clearzone", "onstreetparking", "offroadmultiusepathway", "speedhump")
)

odds_ratios_list <- list()
standard_columns <- c("Category", "Variable", "Level", "Injury", "Injury_Percent", 
                      "Non-Injury", "Non-Injury_Percent", "OddsRatio", "Lower", "Upper", "PValue")

for (category in names(categories)) {
  for (var in categories[[category]]) {
    if (var %in% names(pedestrian_midblock_data)) {
      odds_ratio_result <- tryCatch({
        if (n_distinct(pedestrian_midblock_data[[var]]) == 2) {
          odds_data <- pedestrian_midblock_data %>%
            select(all_of(var), crashseverity) %>%
            table() %>%
            as.matrix()
          
          if (all(dim(odds_data) == c(2, 2))) {  
            odds_ratio_table <- as.data.frame(epitab(odds_data, method = "oddsratio")$tab) %>%
              mutate(across(where(is.numeric), round, 4))
            
            odds_ratio_table <- cbind(Category = category, Variable = var, Level = rownames(odds_ratio_table), odds_ratio_table)
            setNames(odds_ratio_table, standard_columns)  
          } else {
            setNames(data.frame(
              Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
              Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
              Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
            ), standard_columns)  
          }
        } else {
          setNames(data.frame(
            Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
            Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
            Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
          ), standard_columns)  
        }
      }, error = function(e) {
        setNames(data.frame(
          Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
          Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
          Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
        ), standard_columns)  
      })
      
      odds_ratios_list[[var]] <- odds_ratio_result
    }
  }
}
Warning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrect
odds_ratios_data <- do.call(rbind, odds_ratios_list)


odds_ratios_data$OddsRatio_CI <- ifelse(is.na(odds_ratios_data$OddsRatio), "-", 
                                        paste0(odds_ratios_data$OddsRatio, " (", odds_ratios_data$Lower, " - ", odds_ratios_data$Upper, ")"))


odds_ratios_data <- odds_ratios_data %>% select(-Lower, -Upper)


row_colors <- rep(c("#f9f9f9", "#ffffff"), length.out = nrow(odds_ratios_data))
odds_ratios_data$Variable <- ifelse(duplicated(odds_ratios_data$Variable), "", odds_ratios_data$Variable)
odds_ratios_data$Category <- ifelse(duplicated(odds_ratios_data$Category), "", odds_ratios_data$Category)

 
final_table_html <- htmlTable(
  odds_ratios_data %>% 
   
    mutate(Injury_Percent_Combined = paste0(Injury, " - (", Injury_Percent, ")")) %>%
    
    mutate(Non_Injury_Percent_Combined = paste0(`Non-Injury`, " - (", `Non-Injury_Percent`, ")")) %>%
    
    select("Category", "Variable", "Level", "Injury_Percent_Combined", "Non_Injury_Percent_Combined", "PValue", "OddsRatio_CI") %>%
    rename("Injury (%)" = Injury_Percent_Combined, "Non-Injury (%)" = Non_Injury_Percent_Combined) %>%
   
    mutate(across(everything(), ~ ifelse(is.na(.) | . %in% c("NA", "NaN", "Inf", "-Inf"), "", .))),
  header = c("Category", "Variable", "Level", "Injury (%)", "Non-Injury (%)", "P-Value", "Odds Ratio (95% CI)"),
  align = 'lcccccc',
  rnames = FALSE,
  css.cell = "text-align: center; padding: 12px 15px; font-size: 12px; white-space: nowrap;",
  css.row = sprintf("background-color: %s;", row_colors),
  header.css = "background-color: #333333; font-size: 14px; text-align: center; color: white;",
  caption = "<h3 style='text-align: center;'>Analysis for Pedestrian MidBlock</h3>
             <p style='text-align: center;'><em>This analysis focuses on mode: pedestrian | intersection: no</em></p>"
)


print(HTML(final_table_html))

Analysis for Pedestrian MidBlock

This analysis focuses on mode: pedestrian | intersection: no

Category Variable Level Injury (%) Non-Injury (%) P-Value Odds Ratio (95% CI)
Road Direction oneway No 303 - (0.987) 69 - (1) 1 (NA - NA)
Yes 4 - (0.013) 0 - (0) 1 0 (0 - NaN)
twoways No 3 - (0.0098) 0 - (0) 1 (NA - NA)
Yes 304 - (0.9902) 69 - (1) 1 Inf (NaN - Inf)
Number of Lanes onelane No 302 - (0.9837) 67 - (0.971) 1 (NA - NA)
Yes 5 - (0.0163) 2 - (0.029) 0.6167 1.803 (0.3425 - 9.4924)
twolanes No 141 - (0.4593) 31 - (0.4493) 1 (NA - NA)
Yes 166 - (0.5407) 38 - (0.5507) 0.8945 1.0412 (0.6161 - 1.7597)
threelanes No 294 - (0.9577) 65 - (0.942) 1 (NA - NA)
Yes 13 - (0.0423) 4 - (0.058) 0.5286 1.3917 (0.4396 - 4.4059)
fourlanes No 198 - (0.645) 48 - (0.6957) 1 (NA - NA)
Yes 109 - (0.355) 21 - (0.3043) 0.4847 0.7947 (0.4523 - 1.3963)
fivelanes No 297 - (0.9674) 67 - (0.971) 1 (NA - NA)
Yes 10 - (0.0326) 2 - (0.029) 1 0.8866 (0.1898 - 4.1402)
sixlanes No 290 - (0.9446) 65 - (0.942) 1 (NA - NA)
Yes 17 - (0.0554) 4 - (0.058) 1 1.0498 (0.3419 - 3.2235)
Pedestrian Infrastructure accessibleshoulder No 282 - (0.9186) 61 - (0.8841) 1 (NA - NA)
Yes 25 - (0.0814) 8 - (0.1159) 0.3509 1.4793 (0.6368 - 3.4366)
sidewalks No 54 - (0.1759) 13 - (0.1884) 1 (NA - NA)
Yes 253 - (0.8241) 56 - (0.8116) 0.8618 0.9194 (0.4699 - 1.7988)
standardpaint No 276 - (0.899) 62 - (0.8986) 1 (NA - NA)
Yes 31 - (0.101) 7 - (0.1014) 1 1.0052 (0.4232 - 2.3878)
solidpaint No 303 - (0.987) 69 - (1) 1 (NA - NA)
Yes 4 - (0.013) 0 - (0) 1 0 (0 - NaN)
striped No 286 - (0.9316) 63 - (0.913) 1 (NA - NA)
Yes 21 - (0.0684) 6 - (0.087) 0.6062 1.2971 (0.5029 - 3.3451)
Other Infrastructure clearzone No 305 - (0.9935) 69 - (1) 1 (NA - NA)
Yes 2 - (0.0065) 0 - (0) 1 0 (0 - NaN)
onstreetparking No 175 - (0.57) 34 - (0.4928) 1 (NA - NA)
Yes 132 - (0.43) 35 - (0.5072) 0.2837 1.3648 (0.8087 - 2.303)
offroadmultiusepathway Not applicable - (NA) NA - (NA) -
speedhump No 304 - (0.9902) 67 - (0.971) 1 (NA - NA)
Yes 3 - (0.0098) 2 - (0.029) 0.2286 3.0249 (0.4957 - 18.4583)
NULL
Pedestrian Intersection

pedestrian_intersection_data <- data %>%
  filter(mode == "Pedestrian", intersection == "Yes") # Filter data for Pedestrian Intersection


group_vars <- c("oneway", "twoways", "onelane", "twolanes", "threelanes", "fourlanes", 
                "fivelanes", "sixlanes", "signalized", "stopsigns", "roundabout", 
                "numberoflegsintheintersection", "threelegs", "fourlegs", "fourmlegs", 
                "unsignalizedcrosswalk", "signalizedcrosswalkstreet", "standardpaint", 
                "solidpaint", "striped", "pedestrianrefugestriped", 
                "curbextensionpinchpoint", "rapidrectangularflashingbeacon", 
                "pedestriancrossedsignal")


categories <- list(
  "Road Direction" = c("oneway", "twoways"),
  "Number of Legs" = c("threelegs", "fourlegs", "fourmlegs"),
  "Number of Lanes" = c("onelane", "twolanes", "threelanes", "fourlanes", "fivelanes", "sixlanes"),
  "Pedestrian Infrastructure" = c("pedestrianrefugestriped", 
                                   "curbextensionpinchpoint", 
                                   "rapidrectangularflashingbeacon", 
                                   "pedestriancrossedsignal"),
  
  "Other Variables" = c("signalized", "stopsigns", "roundabout", 
                "numberoflegsintheintersection",   
                "unsignalizedcrosswalk", "signalizedcrosswalkstreet", "standardpaint", 
                "solidpaint", "striped")
)

odds_ratios_list <- list()
standard_columns <- c("Category", "Variable", "Level", "Injury", "Injury_Percent", 
                      "Non-Injury", "Non-Injury_Percent", "OddsRatio", "Lower", "Upper", "PValue")

for (category in names(categories)) {
  for (var in categories[[category]]) {
    if (var %in% names(pedestrian_intersection_data)) {
      odds_ratio_result <- tryCatch({
        if (n_distinct(pedestrian_intersection_data[[var]]) == 2) {
          odds_data <- pedestrian_intersection_data %>%
            select(all_of(var), crashseverity) %>%
            table() %>%
            as.matrix()
          
          if (all(dim(odds_data) == c(2, 2))) { 
            odds_ratio_table <- as.data.frame(epitab(odds_data, method = "oddsratio")$tab) %>%
              mutate(across(where(is.numeric), round, 4))
            
            odds_ratio_table <- cbind(Category = category, Variable = var, Level = rownames(odds_ratio_table), odds_ratio_table)
            setNames(odds_ratio_table, standard_columns)  
          } else {
            setNames(data.frame(
              Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
              Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
              Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
            ), standard_columns)  
          }
        } else {
          setNames(data.frame(
            Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
            Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
            Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
          ), standard_columns)  
        }
      }, error = function(e) {
        setNames(data.frame(
          Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
          Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
          Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
        ), standard_columns)  
      })
      
      odds_ratios_list[[var]] <- odds_ratio_result
    } else {
      
      odds_ratios_list[[var]] <- setNames(data.frame(
        Category = category, Variable = var, Level = NA, Injury = "Variable not available", 
        Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
        Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
      ), standard_columns)
    }
  }
}
Warning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrectWarning: Chi-squared approximation may be incorrect
odds_ratios_data <- do.call(rbind, odds_ratios_list)


odds_ratios_data$OddsRatio_CI <- ifelse(is.na(odds_ratios_data$OddsRatio), "-", 
                                        paste0(odds_ratios_data$OddsRatio, " (", odds_ratios_data$Lower, " - ", odds_ratios_data$Upper, ")"))


odds_ratios_data <- odds_ratios_data %>% select(-Lower, -Upper)


row_colors <- rep(c("#f9f9f9", "#ffffff"), length.out = nrow(odds_ratios_data))
odds_ratios_data$Variable <- ifelse(duplicated(odds_ratios_data$Variable), "", odds_ratios_data$Variable)
odds_ratios_data$Category <- ifelse(duplicated(odds_ratios_data$Category), "", odds_ratios_data$Category)


final_table_html <- htmlTable(
  odds_ratios_data %>% 
    
    mutate(Injury_Percent_Combined = paste0(Injury, " - (", Injury_Percent, ")")) %>%
   
    mutate(Non_Injury_Percent_Combined = paste0(`Non-Injury`, " - (", `Non-Injury_Percent`, ")")) %>%
   
    select("Category", "Variable", "Level", "Injury_Percent_Combined", "Non_Injury_Percent_Combined", "PValue", "OddsRatio_CI") %>%
    rename("Injury (%)" = Injury_Percent_Combined, "Non-Injury (%)" = Non_Injury_Percent_Combined) %>%
   
    mutate(across(everything(), ~ ifelse(is.na(.) | . %in% c("NA", "NaN", "Inf", "-Inf"), "", .))),
  header = c("Category", "Variable", "Level", "Injury (%)", "Non-Injury (%)", "P-Value", "Odds Ratio (95% CI)"),
  align = 'lcccccc',
  rnames = FALSE,
  css.cell = "text-align: center; padding: 12px 15px; font-size: 12px; white-space: nowrap;",
  css.row = sprintf("background-color: %s;", row_colors),
  header.css = "background-color: #333333; font-size: 14px; text-align: center; color: white;",
  caption = "<h3 style='text-align: center;'>Analysis for Pedestrian Intersection</h3>
             <p style='text-align: center;'><em>This analysis focuses on mode: pedestrian | intersection: yes</em></p>"
)


print(HTML(final_table_html))

Analysis for Pedestrian Intersection

This analysis focuses on mode: pedestrian | intersection: yes

Category Variable Level Injury (%) Non-Injury (%) P-Value Odds Ratio (95% CI)
Road Direction oneway No 398 - (0.9365) 67 - (0.9306) 1 (NA - NA)
Yes 27 - (0.0635) 5 - (0.0694) 0.7968 1.1001 (0.4093 - 2.9567)
twoways No 1 - (0.0024) 1 - (0.0139) 1 (NA - NA)
Yes 424 - (0.9976) 71 - (0.9861) 0.269 0.1675 (0.0104 - 2.7078)
Number of Legs threelegs No 338 - (0.7953) 53 - (0.7361) 1 (NA - NA)
Yes 87 - (0.2047) 19 - (0.2639) 0.2766 1.3928 (0.784 - 2.4742)
fourlegs No 94 - (0.2212) 19 - (0.2639) 1 (NA - NA)
Yes 331 - (0.7788) 53 - (0.7361) 0.4478 0.7922 (0.4471 - 1.4035)
fourmlegs No 418 - (0.9835) 72 - (1) 1 (NA - NA)
Yes 7 - (0.0165) 0 - (0) 0.6007 0 (0 - NaN)
Number of Lanes onelane No 401 - (0.9435) 69 - (0.9583) 1 (NA - NA)
Yes 24 - (0.0565) 3 - (0.0417) 0.7826 0.7264 (0.213 - 2.4782)
twolanes No 94 - (0.2212) 18 - (0.25) 1 (NA - NA)
Yes 331 - (0.7788) 54 - (0.75) 0.6472 0.852 (0.4768 - 1.5225)
threelanes No 368 - (0.8659) 62 - (0.8611) 1 (NA - NA)
Yes 57 - (0.1341) 10 - (0.1389) 0.8538 1.0413 (0.5049 - 2.1475)
fourlanes No 177 - (0.4165) 32 - (0.4444) 1 (NA - NA)
Yes 248 - (0.5835) 40 - (0.5556) 0.6992 0.8921 (0.5393 - 1.4757)
fivelanes No 394 - (0.9271) 67 - (0.9306) 1 (NA - NA)
Yes 31 - (0.0729) 5 - (0.0694) 1 0.9485 (0.3562 - 2.5258)
sixlanes No 388 - (0.9129) 65 - (0.9028) 1 (NA - NA)
Yes 37 - (0.0871) 7 - (0.0972) 0.822 1.1293 (0.4829 - 2.6408)
Pedestrian Infrastructure pedestrianrefugestriped No 419 - (0.9859) 71 - (0.9861) 1 (NA - NA)
Yes 6 - (0.0141) 1 - (0.0139) 1 0.9836 (0.1167 - 8.2923)
curbextensionpinchpoint Variable not available - (NA) NA - (NA) -
rapidrectangularflashingbeacon No 422 - (0.9929) 72 - (1) 1 (NA - NA)
Yes 3 - (0.0071) 0 - (0) 1 0 (0 - NaN)
pedestriancrossedsignal No 400 - (0.9412) 72 - (1) 1 (NA - NA)
Yes 25 - (0.0588) 0 - (0) 0.0361 0 (0 - NaN)
Other Variables signalized No 137 - (0.3224) 25 - (0.3472) 1 (NA - NA)
Yes 288 - (0.6776) 47 - (0.6528) 0.6849 0.8943 (0.5285 - 1.5134)
stopsigns No 283 - (0.6659) 43 - (0.5972) 1 (NA - NA)
Yes 142 - (0.3341) 29 - (0.4028) 0.2837 1.3441 (0.8053 - 2.2434)
roundabout No 421 - (0.9906) 72 - (1) 1 (NA - NA)
Yes 4 - (0.0094) 0 - (0) 1 0 (0 - NaN)
numberoflegsintheintersection Not applicable - (NA) NA - (NA) -
unsignalizedcrosswalk No 334 - (0.7859) 55 - (0.7639) 1 (NA - NA)
Yes 91 - (0.2141) 17 - (0.2361) 0.6462 1.1345 (0.6281 - 2.049)
signalizedcrosswalkstreet No 144 - (0.3388) 28 - (0.3889) 1 (NA - NA)
Yes 281 - (0.6612) 44 - (0.6111) 0.4234 0.8053 (0.4813 - 1.3473)
standardpaint No 109 - (0.2565) 22 - (0.3056) 1 (NA - NA)
Yes 316 - (0.7435) 50 - (0.6944) 0.3877 0.7839 (0.4538 - 1.3543)
solidpaint No 412 - (0.9694) 72 - (1) 1 (NA - NA)
Yes 13 - (0.0306) 0 - (0) 0.2313 0 (0 - NaN)
striped No 343 - (0.8071) 60 - (0.8333) 1 (NA - NA)
Yes 82 - (0.1929) 12 - (0.1667) 0.7448 0.8366 (0.4302 - 1.6267)
NULL
---
title: "Accident Analysis: Cyclists and Pedestrians"
output:
  html_notebook:
    df_print: paged
    toc: true
    toc_depth: 2
    theme: cosmo
  pdf_document:
    toc: true
    toc_depth: '2'
---

```{r include=FALSE}
# Load libraries
library(dplyr)
library(tidyr)
library(knitr)
library(kableExtra)
library(epitools)
library(htmlTable)
library(htmltools)

data <- read.csv("/Users/nataliochoa/RoadSafety/ResultsICBC.csv")
```

###### Cyclist MidBlock

```{r echo=TRUE, message=TRUE, warning=TRUE, paged.print=TRUE}

group_data <- data %>%
  filter(mode == "Cyclist", intersection == "No") # Filter data for Cyclist MidBlock

# Define the group_vars 
group_vars <- c("oneway", "twoways", "clearzone", "onstreetparking", 
                "parkinglotgarage", "concretebarrier", "laneofparkedcars", 
                "bikelanewithbarrier", "offroadbikepathcycletrack", "raisedbikelane", 
                "twowayprotectedbicyclelane", "onewayprotectedbicyclelane", 
                "bufferedbicyclelaneadjacenttocurb", "bufferedbicyclelaneoffsetfromcurb", 
                "paintedbicyclelaneadjacenttocurb", "paintedbicyclelaneoffsetfromcurb", 
                "bikeaccessibleshoulder", "sharedlanewithmarkings", "onelane", "twolanes", 
                "threelanes", "fourlanes", "fivelanes", "sixlanes")

# Grouping the variables by category
categories <- list(
  "Road Direction" = c("oneway", "twoways"),
  "Number of Lanes" = c("onelane", "twolanes", "threelanes", "fourlanes", "fivelanes", "sixlanes"),
  "Cyclist Infrastructure" = c("bikelanewithbarrier", "offroadbikepathcycletrack", 
                               "raisedbikelane", "twowayprotectedbicyclelane", 
                               "onewayprotectedbicyclelane", "bufferedbicyclelaneadjacenttocurb", 
                               "bufferedbicyclelaneoffsetfromcurb", 
                               "paintedbicyclelaneadjacenttocurb", 
                               "paintedbicyclelaneoffsetfromcurb", "bikeaccessibleshoulder", 
                               "sharedlanewithmarkings"),
  "Other Variables" = setdiff(group_vars, c("oneway", "twoways", "onelane", "twolanes", "threelanes", "fourlanes", "fivelanes", "sixlanes", "bikelanewithbarrier", "offroadbikepathcycletrack", 
                               "raisedbikelane", "twowayprotectedbicyclelane", 
                               "onewayprotectedbicyclelane", "bufferedbicyclelaneadjacenttocurb", 
                               "bufferedbicyclelaneoffsetfromcurb", 
                               "paintedbicyclelaneadjacenttocurb", 
                               "paintedbicyclelaneoffsetfromcurb", "bikeaccessibleshoulder", 
                               "sharedlanewithmarkings"))
)

odds_ratios_list <- list()
standard_columns <- c("Category", "Variable", "Level", "Injury", "Injury_Percent", "Non-Injury", "Non-Injury_Percent", "OddsRatio", "Lower", "Upper", "PValue")

for (category in names(categories)) {
  for (var in categories[[category]]) {
    if (var %in% names(group_data)) {
      odds_ratio_result <- tryCatch({
        if (n_distinct(group_data[[var]]) == 2) {
          odds_data <- group_data %>%
            select(all_of(var), crashseverity) %>%
            table() %>%
            as.matrix()
          
          if (all(dim(odds_data) == c(2, 2))) {  # Ensure the table has the correct dimensions
            
            
            
            # Use epitab to calculate odds ratio
            odds_ratio_table <- as.data.frame(epitab(odds_data, method = "oddsratio")$tab) %>%
              mutate(across(where(is.numeric), round, 4))
            
            odds_ratio_table <- cbind(Category = category, Variable = var, Level = rownames(odds_ratio_table), odds_ratio_table)
            names(odds_ratio_table) <- standard_columns
            odds_ratio_table
          } else {
            data.frame(
              Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
              Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
              Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
            )
          }
        } else {
          data.frame(
            Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
            Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
            Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
          )
        }
      }, error = function(e) {
        data.frame(
          Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
          Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
          Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
        )
      })
      
      odds_ratios_list[[var]] <- odds_ratio_result
    }
  }
}


odds_ratios_data <- do.call(rbind, odds_ratios_list) # Combine results into a single data frame


odds_ratios_data$OddsRatio_CI <- ifelse(is.na(odds_ratios_data$OddsRatio), "-", 
                                        paste0(odds_ratios_data$OddsRatio, " (", odds_ratios_data$Lower, " - ", odds_ratios_data$Upper, ")"))

odds_ratios_data <- odds_ratios_data %>% select(-Lower, -Upper) # Drop Lower and Upper columns

row_colors <- rep(c("#f9f9f9", "#ffffff"), length.out = nrow(odds_ratios_data))
odds_ratios_data$Variable <- ifelse(duplicated(odds_ratios_data$Variable), "", odds_ratios_data$Variable)
odds_ratios_data$Category <- ifelse(duplicated(odds_ratios_data$Category), "", odds_ratios_data$Category) 


final_table_html <- htmlTable(
  odds_ratios_data %>% 
    mutate(Injury_Percent_Combined = paste0(Injury, " - (", Injury_Percent, ")")) %>% # Combine into a single column 
    mutate(Non_Injury_Percent_Combined = paste0(`Non-Injury`, " - (", `Non-Injury_Percent`, ")")) %>%
    
    select("Category", "Variable", "Level", "Injury_Percent_Combined", "Non_Injury_Percent_Combined", "PValue", "OddsRatio_CI") %>%
    rename("Injury (%)" = Injury_Percent_Combined, "Non-Injury (%)" = Non_Injury_Percent_Combined) %>%
   
    mutate(across(everything(), ~ ifelse(is.na(.) | . %in% c("NA", "NaN", "Inf", "-Inf"), "", .))),
  header = c("Category", "Variable", "Level", "Injury (%)", "Non-Injury (%)", "P-Value", "Odds Ratio (95% CI)"),
  align = 'lcccccc',
  rnames = FALSE,
  css.cell = "text-align: center; padding: 12px 15px; font-size: 12px; white-space: nowrap;",
  css.row = sprintf("background-color: %s;", row_colors),
  header.css = "background-color: #333333; font-size: 14px; text-align: center; color: white;",
  caption = "<h3 style='text-align: center;'>Analysis for Cyclist MidBlock</h3>
             <p style='text-align: center;'><em>This analysis focuses on mode: cyclist | intersection: no</em></p>"
)

# Display the final HTML table
print(HTML(final_table_html))

```

###### Cyclist Intersection

```{r echo=TRUE, message=TRUE, warning=TRUE, paged.print=TRUE}

cyclist_intersection_data <- data %>%
  filter(mode == "Cyclist", intersection == "Yes") # Filter data for Cyclist Intersection

group_vars <- c("oneway", "twoways", "onelane", "twolanes", "threelanes", "fourlanes", 
                "fivelanes", "sixlanes", "signalized", "stopsigns", "roundabout", 
                "dedicatedsignalforcyclists", "bikeboxes", "twostageturnbox", 
                "protectedordedicatedintersection", "medianislanddiverter", 
                "combinedbikelaneturnlane", "throughbikelane")

categories <- list(
  "Road Direction" = c("oneway", "twoways"),
  "Number of Lanes" = c("onelane", "twolanes", "threelanes", "fourlanes", "fivelanes", "sixlanes"),
  "Intersection Infrastructure" = c("signalized", "stopsigns", "roundabout"),
  "Cyclist Infrastructure" = c("dedicatedsignalforcyclists", "bikeboxes", "twostageturnbox", 
                                "protectedordedicatedintersection", "medianislanddiverter", 
                                "combinedbikelaneturnlane", "throughbikelane")
)

odds_ratios_list <- list()
standard_columns <- c("Category", "Variable", "Level", "Injury", "Injury_Percent", 
                      "Non-Injury", "Non-Injury_Percent", "OddsRatio", "Lower", "Upper", "PValue")

for (category in names(categories)) {
  for (var in categories[[category]]) {
    if (var %in% names(cyclist_intersection_data)) {
      odds_ratio_result <- tryCatch({
        if (n_distinct(cyclist_intersection_data[[var]]) == 2) {
          odds_data <- cyclist_intersection_data %>%
            select(all_of(var), crashseverity) %>%
            table() %>%
            as.matrix()
          
          if (all(dim(odds_data) == c(2, 2))) {  
            odds_ratio_table <- as.data.frame(epitab(odds_data, method = "oddsratio")$tab) %>%
              mutate(across(where(is.numeric), round, 4))
            
            odds_ratio_table <- cbind(Category = category, Variable = var, Level = rownames(odds_ratio_table), odds_ratio_table)
            setNames(odds_ratio_table, standard_columns)  
          } else {
            setNames(data.frame(
              Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
              Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
              Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
            ), standard_columns)  
          }
        } else {
          setNames(data.frame(
            Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
            Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
            Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
          ), standard_columns)  
        }
      }, error = function(e) {
        setNames(data.frame(
          Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
          Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
          Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
        ), standard_columns)  
      })
      
      odds_ratios_list[[var]] <- odds_ratio_result
    }
  }
}


odds_ratios_data <- do.call(rbind, odds_ratios_list)

odds_ratios_data$OddsRatio_CI <- ifelse(is.na(odds_ratios_data$OddsRatio), "-", 
                                        paste0(odds_ratios_data$OddsRatio, " (", odds_ratios_data$Lower, " - ", odds_ratios_data$Upper, ")"))


odds_ratios_data <- odds_ratios_data %>% select(-Lower, -Upper)


row_colors <- rep(c("#f9f9f9", "#ffffff"), length.out = nrow(odds_ratios_data))
odds_ratios_data$Variable <- ifelse(duplicated(odds_ratios_data$Variable), "", odds_ratios_data$Variable)
odds_ratios_data$Category <- ifelse(duplicated(odds_ratios_data$Category), "", odds_ratios_data$Category)

final_table_html <- htmlTable(
  odds_ratios_data %>% 
    
    mutate(Injury_Percent_Combined = paste0(Injury, " - (", Injury_Percent, ")")) %>%
   
    mutate(Non_Injury_Percent_Combined = paste0(`Non-Injury`, " - (", `Non-Injury_Percent`, ")")) %>%
    
    select("Category", "Variable", "Level", "Injury_Percent_Combined", "Non_Injury_Percent_Combined", "PValue", "OddsRatio_CI") %>%
    rename("Injury (%)" = Injury_Percent_Combined, "Non-Injury (%)" = Non_Injury_Percent_Combined) %>%
  
    mutate(across(everything(), ~ ifelse(is.na(.) | . %in% c("NA", "NaN", "Inf", "-Inf"), "", .))),
  header = c("Category", "Variable", "Level", "Injury (%)", "Non-Injury (%)", "P-Value", "Odds Ratio (95% CI)"),
  align = 'lcccccc',
  rnames = FALSE,
  css.cell = "text-align: center; padding: 12px 15px; font-size: 12px; white-space: nowrap;",
  css.row = sprintf("background-color: %s;", row_colors),
  header.css = "background-color: #333333; font-size: 14px; text-align: center; color: white;",
  caption = "<h3 style='text-align: center;'>Analysis for Cyclist Intersection</h3>
             <p style='text-align: center;'><em>This analysis focuses on mode: cyclist | intersection: yes</em></p>"
)


print(HTML(final_table_html))

```

###### Pedestrian MidBlock

```{r echo=TRUE, message=TRUE, warning=TRUE}

pedestrian_midblock_data <- data %>%
  filter(mode == "Pedestrian", intersection == "No") # Filter data for Pedestrian MidBlock


group_vars <- c("oneway", "twoways", "onelane", "twolanes", "threelanes", "fourlanes", 
                "fivelanes", "sixlanes", "clearzone", "onstreetparking", "standardpaint", 
                "solidpaint", "striped", "offroadmultiusepathway", "speedhump", 
                "accessibleshoulder", "sidewalks")


categories <- list(
  "Road Direction" = c("oneway", "twoways"),
  "Number of Lanes" = c("onelane", "twolanes", "threelanes", "fourlanes", "fivelanes", "sixlanes"),
  "Pedestrian Infrastructure" = c("accessibleshoulder", "sidewalks",   "standardpaint", "solidpaint", "striped"),
  "Other Infrastructure" = c( "clearzone", "onstreetparking", "offroadmultiusepathway", "speedhump")
)

odds_ratios_list <- list()
standard_columns <- c("Category", "Variable", "Level", "Injury", "Injury_Percent", 
                      "Non-Injury", "Non-Injury_Percent", "OddsRatio", "Lower", "Upper", "PValue")

for (category in names(categories)) {
  for (var in categories[[category]]) {
    if (var %in% names(pedestrian_midblock_data)) {
      odds_ratio_result <- tryCatch({
        if (n_distinct(pedestrian_midblock_data[[var]]) == 2) {
          odds_data <- pedestrian_midblock_data %>%
            select(all_of(var), crashseverity) %>%
            table() %>%
            as.matrix()
          
          if (all(dim(odds_data) == c(2, 2))) {  
            odds_ratio_table <- as.data.frame(epitab(odds_data, method = "oddsratio")$tab) %>%
              mutate(across(where(is.numeric), round, 4))
            
            odds_ratio_table <- cbind(Category = category, Variable = var, Level = rownames(odds_ratio_table), odds_ratio_table)
            setNames(odds_ratio_table, standard_columns)  
          } else {
            setNames(data.frame(
              Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
              Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
              Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
            ), standard_columns)  
          }
        } else {
          setNames(data.frame(
            Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
            Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
            Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
          ), standard_columns)  
        }
      }, error = function(e) {
        setNames(data.frame(
          Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
          Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
          Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
        ), standard_columns)  
      })
      
      odds_ratios_list[[var]] <- odds_ratio_result
    }
  }
}


odds_ratios_data <- do.call(rbind, odds_ratios_list)


odds_ratios_data$OddsRatio_CI <- ifelse(is.na(odds_ratios_data$OddsRatio), "-", 
                                        paste0(odds_ratios_data$OddsRatio, " (", odds_ratios_data$Lower, " - ", odds_ratios_data$Upper, ")"))


odds_ratios_data <- odds_ratios_data %>% select(-Lower, -Upper)


row_colors <- rep(c("#f9f9f9", "#ffffff"), length.out = nrow(odds_ratios_data))
odds_ratios_data$Variable <- ifelse(duplicated(odds_ratios_data$Variable), "", odds_ratios_data$Variable)
odds_ratios_data$Category <- ifelse(duplicated(odds_ratios_data$Category), "", odds_ratios_data$Category)

 
final_table_html <- htmlTable(
  odds_ratios_data %>% 
   
    mutate(Injury_Percent_Combined = paste0(Injury, " - (", Injury_Percent, ")")) %>%
    
    mutate(Non_Injury_Percent_Combined = paste0(`Non-Injury`, " - (", `Non-Injury_Percent`, ")")) %>%
    
    select("Category", "Variable", "Level", "Injury_Percent_Combined", "Non_Injury_Percent_Combined", "PValue", "OddsRatio_CI") %>%
    rename("Injury (%)" = Injury_Percent_Combined, "Non-Injury (%)" = Non_Injury_Percent_Combined) %>%
   
    mutate(across(everything(), ~ ifelse(is.na(.) | . %in% c("NA", "NaN", "Inf", "-Inf"), "", .))),
  header = c("Category", "Variable", "Level", "Injury (%)", "Non-Injury (%)", "P-Value", "Odds Ratio (95% CI)"),
  align = 'lcccccc',
  rnames = FALSE,
  css.cell = "text-align: center; padding: 12px 15px; font-size: 12px; white-space: nowrap;",
  css.row = sprintf("background-color: %s;", row_colors),
  header.css = "background-color: #333333; font-size: 14px; text-align: center; color: white;",
  caption = "<h3 style='text-align: center;'>Analysis for Pedestrian MidBlock</h3>
             <p style='text-align: center;'><em>This analysis focuses on mode: pedestrian | intersection: no</em></p>"
)


print(HTML(final_table_html))

```

###### Pedestrian Intersection

```{r echo=TRUE, message=TRUE, warning=TRUE}

pedestrian_intersection_data <- data %>%
  filter(mode == "Pedestrian", intersection == "Yes") # Filter data for Pedestrian Intersection


group_vars <- c("oneway", "twoways", "onelane", "twolanes", "threelanes", "fourlanes", 
                "fivelanes", "sixlanes", "signalized", "stopsigns", "roundabout", 
                "numberoflegsintheintersection", "threelegs", "fourlegs", "fourmlegs", 
                "unsignalizedcrosswalk", "signalizedcrosswalkstreet", "standardpaint", 
                "solidpaint", "striped", "pedestrianrefugestriped", 
                "curbextensionpinchpoint", "rapidrectangularflashingbeacon", 
                "pedestriancrossedsignal")


categories <- list(
  "Road Direction" = c("oneway", "twoways"),
  "Number of Legs" = c("threelegs", "fourlegs", "fourmlegs"),
  "Number of Lanes" = c("onelane", "twolanes", "threelanes", "fourlanes", "fivelanes", "sixlanes"),
  "Pedestrian Infrastructure" = c("pedestrianrefugestriped", 
                                   "curbextensionpinchpoint", 
                                   "rapidrectangularflashingbeacon", 
                                   "pedestriancrossedsignal"),
  
  "Other Variables" = c("signalized", "stopsigns", "roundabout", 
                "numberoflegsintheintersection",   
                "unsignalizedcrosswalk", "signalizedcrosswalkstreet", "standardpaint", 
                "solidpaint", "striped")
)

odds_ratios_list <- list()
standard_columns <- c("Category", "Variable", "Level", "Injury", "Injury_Percent", 
                      "Non-Injury", "Non-Injury_Percent", "OddsRatio", "Lower", "Upper", "PValue")

for (category in names(categories)) {
  for (var in categories[[category]]) {
    if (var %in% names(pedestrian_intersection_data)) {
      odds_ratio_result <- tryCatch({
        if (n_distinct(pedestrian_intersection_data[[var]]) == 2) {
          odds_data <- pedestrian_intersection_data %>%
            select(all_of(var), crashseverity) %>%
            table() %>%
            as.matrix()
          
          if (all(dim(odds_data) == c(2, 2))) { 
            odds_ratio_table <- as.data.frame(epitab(odds_data, method = "oddsratio")$tab) %>%
              mutate(across(where(is.numeric), round, 4))
            
            odds_ratio_table <- cbind(Category = category, Variable = var, Level = rownames(odds_ratio_table), odds_ratio_table)
            setNames(odds_ratio_table, standard_columns)  
          } else {
            setNames(data.frame(
              Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
              Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
              Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
            ), standard_columns)  
          }
        } else {
          setNames(data.frame(
            Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
            Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
            Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
          ), standard_columns)  
        }
      }, error = function(e) {
        setNames(data.frame(
          Category = category, Variable = var, Level = NA, Injury = "Not applicable", 
          Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
          Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
        ), standard_columns)  
      })
      
      odds_ratios_list[[var]] <- odds_ratio_result
    } else {
      
      odds_ratios_list[[var]] <- setNames(data.frame(
        Category = category, Variable = var, Level = NA, Injury = "Variable not available", 
        Injury_Percent = NA, NonInjury = NA, Non_Injury_Percent = NA, OddsRatio = NA, 
        Lower = NA, Upper = NA, PValue = NA, stringsAsFactors = FALSE
      ), standard_columns)
    }
  }
}


odds_ratios_data <- do.call(rbind, odds_ratios_list)


odds_ratios_data$OddsRatio_CI <- ifelse(is.na(odds_ratios_data$OddsRatio), "-", 
                                        paste0(odds_ratios_data$OddsRatio, " (", odds_ratios_data$Lower, " - ", odds_ratios_data$Upper, ")"))


odds_ratios_data <- odds_ratios_data %>% select(-Lower, -Upper)


row_colors <- rep(c("#f9f9f9", "#ffffff"), length.out = nrow(odds_ratios_data))
odds_ratios_data$Variable <- ifelse(duplicated(odds_ratios_data$Variable), "", odds_ratios_data$Variable)
odds_ratios_data$Category <- ifelse(duplicated(odds_ratios_data$Category), "", odds_ratios_data$Category)


final_table_html <- htmlTable(
  odds_ratios_data %>% 
    
    mutate(Injury_Percent_Combined = paste0(Injury, " - (", Injury_Percent, ")")) %>%
   
    mutate(Non_Injury_Percent_Combined = paste0(`Non-Injury`, " - (", `Non-Injury_Percent`, ")")) %>%
   
    select("Category", "Variable", "Level", "Injury_Percent_Combined", "Non_Injury_Percent_Combined", "PValue", "OddsRatio_CI") %>%
    rename("Injury (%)" = Injury_Percent_Combined, "Non-Injury (%)" = Non_Injury_Percent_Combined) %>%
   
    mutate(across(everything(), ~ ifelse(is.na(.) | . %in% c("NA", "NaN", "Inf", "-Inf"), "", .))),
  header = c("Category", "Variable", "Level", "Injury (%)", "Non-Injury (%)", "P-Value", "Odds Ratio (95% CI)"),
  align = 'lcccccc',
  rnames = FALSE,
  css.cell = "text-align: center; padding: 12px 15px; font-size: 12px; white-space: nowrap;",
  css.row = sprintf("background-color: %s;", row_colors),
  header.css = "background-color: #333333; font-size: 14px; text-align: center; color: white;",
  caption = "<h3 style='text-align: center;'>Analysis for Pedestrian Intersection</h3>
             <p style='text-align: center;'><em>This analysis focuses on mode: pedestrian | intersection: yes</em></p>"
)


print(HTML(final_table_html))
```


