Note that the directories used to store data are likely different on your computer, and such references will need to be changed before using any such code.
library(knitr)
library(kableExtra)
library(tidyverse)
library(broom)
html_df <- function(text, cols=NULL, col1=FALSE, full=F) {
if(!length(cols)) {
cols=colnames(text)
}
if(!col1) {
kable(text,"html", col.names = cols, align = c("l",rep('c',length(cols)-1))) %>%
kable_styling(bootstrap_options = c("striped","hover"), full_width=full)
} else {
kable(text,"html", col.names = cols, align = c("l",rep('c',length(cols)-1))) %>%
kable_styling(bootstrap_options = c("striped","hover"), full_width=full) %>%
column_spec(1,bold=T)
}
}
# Import Walmart data from Session_Project
library(lubridate)
preprocess_data <- function(df) {
# Merge the data together (Pulled from outside of function -- "scoping")
df <- inner_join(df, weekly.stores)
df <- inner_join(df, weekly.features[,1:11])
# Compress the weird markdown information to 1 variable
df$markdown <- 0
df[!is.na(df$MarkDown1),]$markdown <- df[!is.na(df$MarkDown1),]$MarkDown1
df[!is.na(df$MarkDown2),]$markdown <- df[!is.na(df$MarkDown2),]$MarkDown2
df[!is.na(df$MarkDown3),]$markdown <- df[!is.na(df$MarkDown3),]$MarkDown3
df[!is.na(df$MarkDown4),]$markdown <- df[!is.na(df$MarkDown4),]$MarkDown4
df[!is.na(df$MarkDown5),]$markdown <- df[!is.na(df$MarkDown5),]$MarkDown5
# Fix dates and add useful time variables
df$date <- as.Date(df$Date)
df$week <- week(df$date)
df$year <- year(df$date)
df$month <- month(df$date)
df
}
weekly <- read.csv("../../Data/WMT_train.csv", stringsAsFactors=FALSE)
weekly.features <- read.csv("../../Data/WMT_features.csv", stringsAsFactors=FALSE)
weekly.stores <- read.csv("../../Data/WMT_stores.csv", stringsAsFactors=FALSE)
df <- preprocess_data(weekly)
#df$id <- df$Store *10000 + df$week * 100 + df$Dept
df <- df %>%
group_by(Store, Dept) %>%
mutate(store_avg=mean(Weekly_Sales, rm.na=T)) %>%
ungroup()
# Create the binary variable from Walmart sales data
df$double <- ifelse(df$Weekly_Sales > df$store_avg*2,1,0)
fit <- glm(double ~ IsHoliday, data=df, family=binomial)
tidy(fit)
# Automating the above:
exp(coef(fit))
(Intercept) IsHolidayTRUE
0.03184725 1.71367497
c(-3.44, -2.9)
[1] -3.44 -2.90
a <- exp(-3.44)
b <- exp(-2.9)
c(a/(1+a), b/(1+b))
[1] 0.03106848 0.05215356
model2 <- glm(double ~ IsHoliday + Temperature + Fuel_Price, data=df, family=binomial)
summary(model2)
Call:
glm(formula = double ~ IsHoliday + Temperature + Fuel_Price,
family = binomial, data = df)
Deviance Residuals:
Min 1Q Median 3Q Max
-0.4113 -0.2738 -0.2464 -0.2213 2.8562
Coefficients:
Estimate Std. Error z value Pr(>|z|)
(Intercept) -1.7764917 0.0673246 -26.39 <2e-16 ***
IsHolidayTRUE 0.3704298 0.0284395 13.03 <2e-16 ***
Temperature -0.0108268 0.0004698 -23.04 <2e-16 ***
Fuel_Price -0.3091950 0.0196234 -15.76 <2e-16 ***
---
Signif. codes: 0 ‘***’ 0.001 ‘**’ 0.01 ‘*’ 0.05 ‘.’ 0.1 ‘ ’ 1
(Dispersion parameter for binomial family taken to be 1)
Null deviance: 120370 on 421569 degrees of freedom
Residual deviance: 119146 on 421566 degrees of freedom
AIC: 119154
Number of Fisher Scoring iterations: 6
# Odds
exp(coef(model2))
(Intercept) IsHolidayTRUE Temperature Fuel_Price
0.1692308 1.4483570 0.9892316 0.7340376
# Typical September days
hday_sep <- mean(predict(model2, filter(df, IsHoliday, month==9), type="response"))
no_hday_sep <- mean(predict(model2, filter(df, !IsHoliday, month==9), type="response"))
# Typical December days
hday_dec <- mean(predict(model2, filter(df, IsHoliday, month==12), type="response"))
no_hday_dec <- mean(predict(model2, filter(df, !IsHoliday, month==12), type="response"))
html_df(data.frame(Month=c(9,9,12,12),
IsHoliday=c(FALSE,TRUE,FALSE,TRUE),
Probability=c(no_hday_sep, hday_sep, no_hday_dec, hday_dec)))
Month |
IsHoliday |
Probability |
9 |
FALSE |
0.0266789 |
9 |
TRUE |
0.0374761 |
12 |
FALSE |
0.0398377 |
12 |
TRUE |
0.0586483 |
percent <- function(x) {
paste0(round(x*100,2),"%")
}
library(rlang)
# Another use for a quosure :)
# You could always just use quoted arguements here though
extract_margin <- function(m, x) {
x <- enquo(x)
percent(filter(summary(m), factor==quo_text(x))$AME)
}
# Calculate AME marginal effects
library(margins)
m <- margins(model2)
m
summary(m) %>%
html_df()
factor |
AME |
SE |
z |
p |
lower |
upper |
Fuel_Price |
-0.0096438 |
0.0006163 |
-15.64800 |
0 |
-0.0108517 |
-0.0084359 |
IsHoliday |
0.0133450 |
0.0011754 |
11.35372 |
0 |
0.0110413 |
0.0156487 |
Temperature |
-0.0003377 |
0.0000149 |
-22.71255 |
0 |
-0.0003668 |
-0.0003085 |
plot(m, which=summary(m)$factor)

margins(model2, at = list(IsHoliday = c(TRUE, FALSE)),
variables = c("Temperature", "Fuel_Price")) %>%
summary() %>%
html_df()
factor |
IsHoliday |
AME |
SE |
z |
p |
lower |
upper |
Fuel_Price |
FALSE |
-0.0093401 |
0.0005989 |
-15.59617 |
0 |
-0.0105139 |
-0.0081664 |
Fuel_Price |
TRUE |
-0.0131335 |
0.0008717 |
-15.06650 |
0 |
-0.0148420 |
-0.0114250 |
Temperature |
FALSE |
-0.0003271 |
0.0000146 |
-22.46024 |
0 |
-0.0003556 |
-0.0002985 |
Temperature |
TRUE |
-0.0004599 |
0.0000210 |
-21.92927 |
0 |
-0.0005010 |
-0.0004188 |
margins(model2, at = list(Temperature = c(0, 20, 40, 60, 80, 100)),
variables = c("IsHoliday")) %>%
summary() %>%
html_df()
factor |
Temperature |
AME |
SE |
z |
p |
lower |
upper |
IsHoliday |
0 |
0.0234484 |
0.0020168 |
11.62643 |
0 |
0.0194955 |
0.0274012 |
IsHoliday |
20 |
0.0194072 |
0.0016710 |
11.61387 |
0 |
0.0161320 |
0.0226824 |
IsHoliday |
40 |
0.0159819 |
0.0013885 |
11.51001 |
0 |
0.0132604 |
0.0187033 |
IsHoliday |
60 |
0.0131066 |
0.0011592 |
11.30623 |
0 |
0.0108345 |
0.0153786 |
IsHoliday |
80 |
0.0107120 |
0.0009732 |
11.00749 |
0 |
0.0088046 |
0.0126193 |
IsHoliday |
100 |
0.0087305 |
0.0008213 |
10.62977 |
0 |
0.0071207 |
0.0103402 |
# load data
df <- read.csv("../../Data/Shipping/shipping_dataset.csv", stringsAsFactors = F, na="NA")
df_ships <- read.csv("../../Data/Shipping/index.csv", stringsAsFactors = F, na="NA")
df_ports <- read.csv("../../Data/Shipping/port_dataset.csv", stringsAsFactors = F, na="NA")
typhoon <- read.csv("../../Data/Shipping/typhoon.csv", stringsAsFactors = F)
# rename lat and lon to avoid conflicts
df_ports <- df_ports %>% rename(port_lat=lat, port_lon=lon)
# Join in ships and ports
df <- left_join(df, df_ships)
Joining, by = "imo"
df <- df %>% filter(!imo == 9528029 | reported_destination == "AU ADL")
df <- left_join(df,df_ports, by=c("left_port"="port"))
df <- df %>% rename(left_lat=port_lat, left_lon=port_lon)
df <- left_join(df,df_ports, by=c("arrive_port"="port"))
df <- df %>% rename(arrive_lat=port_lat, arrive_lon=port_lon)
# fix dates
df$last_update = as.POSIXct(df$last_update, tz="UTC",origin="1970-01-01")
df$left_time = as.POSIXct(df$left_time, tz="UTC",origin="1970-01-01")
df$arrive_time = as.POSIXct(df$arrive_time, tz="UTC",origin="1970-01-01")
# Fix typhoon dates
typhoon$date <- as.POSIXct(paste(typhoon$date,typhoon$time), format="%Y%b%d %H%M%S", tz="UTC", origin="1970-01-01")
# Fix typhoon longitude -- they have lon * -1 in the data
typhoon$lon <- typhoon$lon * -1
typhoon_all <- typhoon
# filter to dates in sample
typhoon <- typhoon %>% filter(date > as.POSIXct("2018-08-30", tz="UTC"))
df <- df %>% rename(frame=run)
df_all <- df[df$frame != 32,]
df <- df %>% filter(last_update > as.POSIXct("2018-08-30", tz="UTC"))
library(plotly) # needed for the toRGB() function
geo <- list(
showland = TRUE,
showlakes = TRUE,
showcountries = TRUE,
showocean = TRUE,
countrywidth = 0.5,
landcolor = toRGB("grey90"),
lakecolor = toRGB("aliceblue"),
oceancolor = toRGB("aliceblue"),
projection = list(
type = 'orthographic', # detailed at https://plot.ly/r/reference/#layout-geo-projection
rotation = list(
lon = 100,
lat = 1,
roll = 0
)
),
lonaxis = list(
showgrid = TRUE,
gridcolor = toRGB("gray40"),
gridwidth = 0.5
),
lataxis = list(
showgrid = TRUE,
gridcolor = toRGB("gray40"),
gridwidth = 0.5
)
)
typhoon_Aug31 <- typhoon[typhoon$date > as.POSIXct("2018-08-31 00:00:00", tz="UTC") & typhoon$date < as.POSIXct("2018-09-01 00:00:00", tz="UTC"),]
typhoon_Jebi <- typhoon_all[typhoon_all$typhoon_name == "JEBI_Y",]
df_Aug31 <- df[df$frame == 1,]
library(plotly) # for plotting
library(RColorBrewer) # for colors
# plot with boats, ports, and typhoons
# Note: geo is defined in the appendix -- it controls layout
palette = brewer.pal(8, "Dark2")[c(1,8,3,2)]
p <- plot_geo(colors=palette) %>%
add_markers(data=df_ports, x = ~port_lon, y = ~port_lat, color = "Port") %>%
add_markers(data=df_Aug31, x = ~lon, y = ~lat, color = ~ship_type,
text=~paste('Ship name',shipname)) %>%
add_markers(data=typhoon_Aug31, x = ~lon, y = ~lat, color="TYPHOON",
text=~paste("Name", typhoon_name)) %>%
layout(showlegend = TRUE, geo = geo,
title = 'Singaporean owned container and tanker ships, August 31, 2018')
p
# plot with boats and typhoons
palette = brewer.pal(8, "Dark2")[c(1,3,2)]
p <- plot_geo(colors=palette) %>%
add_markers(data=df_all[df_all$frame == 14,], x = ~lon, y = ~lat, color = ~ship_type,
text=~paste('Ship name',shipname)) %>%
add_markers(data=typhoon_Jebi, x = ~lon, y = ~lat, color="Typhoon Jebi", text=~paste("Name", typhoon_name, "</br>Time: ", date)) %>%
layout(
showlegend = TRUE, geo = geo,
title = 'Singaporean container/tanker ships, September 4, 2018, evening')
p
library(leaflet)
library(leaflet.extras)
# typhoon icons
icons <- pulseIcons(color='red',
heartbeat = ifelse(typhoon_Jebi$intensity_vmax > 150/1.852, 0.8,
ifelse(typhoon$intensity_vmax < 118/1.852, 1.6, 1.2)),
iconSize=ifelse(typhoon_Jebi$intensity_vmax > 150/1.852, 12,
ifelse(typhoon_Jebi$intensity_vmax < 118/1.852, 3, 8)))
# ship icons
shipicons <- iconList(
ship = makeIcon("../Figures/ship.png", NULL, 18, 18)
)
leaflet() %>%
addTiles() %>%
setView(lng = 136, lat = 34, zoom=4) %>%
addPulseMarkers(data=typhoon_Jebi[seq(1,nrow(typhoon_Jebi),5),], lng=~lon,
lat=~lat, label=~date, icon=icons) %>%
addCircleMarkers(data=typhoon_Jebi[typhoon_Jebi$intensity_vmax > 150/1.852,],
lng=~lon, lat=~lat,stroke = TRUE, radius=12, color="red", label=~date) %>%
addCircleMarkers(data=typhoon_Jebi[typhoon_Jebi$intensity_vmax <= 150/1.852 &
typhoon_Jebi$intensity_vmax > 118/1.852,], lng=~lon, lat=~lat,
stroke = TRUE, radius=12, color="red", label=~date) %>%
addCircleMarkers(data=typhoon_Jebi[typhoon_Jebi$intensity_vmax <=118/1.852,],
lng=~lon, lat=~lat, stroke = TRUE, radius=12, color="red", label=~date) %>%
addMarkers(data=df_all[df_all$frame == 14,], lng=~lon, lat=~lat,
label=~shipname, icon=shipicons)
# Load datas
df3 <- read.csv("../../Data/Shipping/combined.csv", stringsAsFactors = F)
library(geosphere)
# Calculate distance to and from ports
df3$dist_toport <- distVincentyEllipsoid(as.matrix(df3[,c("lon","lat")]), as.matrix(df3[,c("arrive_lon","arrive_lat")]))
df3$dist_fromport <- distVincentyEllipsoid(as.matrix(df3[,c("lon","lat")]), as.matrix(df3[,c("left_lon","left_lat")]))
df3 <- df3 %>%
arrange(imo, last_update) %>%
group_by(imo) %>%
mutate(delayed=ifelse(difftime(arrive_time, lead(arrive_time), units="days") > 1/8 & arrive_time > last_update & left_port == lead(left_port),1,0)) %>%
ungroup()
library(geosphere)
x <- as.matrix(df3[,c("lon","lat")]) # ship location
y <- as.matrix(df3[,c("ty_lon","ty_lat")]) # typhoon location
df3$dist_typhoon <- distVincentyEllipsoid(x, y) / 1000
df3$typhoon_500 = ifelse(df3$dist_typhoon < 500 &
df3$dist_typhoon >= 0, 1, 0)
df3$typhoon_1000 = ifelse(df3$dist_typhoon < 1000 &
df3$dist_typhoon >= 500, 1, 0)
df3$typhoon_2000 = ifelse(df3$dist_typhoon < 2000 &
df3$dist_typhoon >= 1000, 1, 0)
fit1 <- glm(delayed ~ typhoon_500 + typhoon_1000 + typhoon_2000, data=df3,
family=binomial)
summary(fit1)
Call:
glm(formula = delayed ~ typhoon_500 + typhoon_1000 + typhoon_2000,
family = binomial, data = df3)
Deviance Residuals:
Min 1Q Median 3Q Max
-0.2502 -0.2261 -0.2261 -0.2261 2.7127
Coefficients:
Estimate Std. Error z value Pr(>|z|)
(Intercept) -3.65377 0.02934 -124.547 <2e-16 ***
typhoon_500 0.14073 0.16311 0.863 0.3883
typhoon_1000 0.20539 0.12575 1.633 0.1024
typhoon_2000 0.16059 0.07106 2.260 0.0238 *
---
Signif. codes: 0 ‘***’ 0.001 ‘**’ 0.01 ‘*’ 0.05 ‘.’ 0.1 ‘ ’ 1
(Dispersion parameter for binomial family taken to be 1)
Null deviance: 14329 on 59184 degrees of freedom
Residual deviance: 14322 on 59181 degrees of freedom
(3866 observations deleted due to missingness)
AIC: 14330
Number of Fisher Scoring iterations: 6
odds1 <- exp(coef(fit1))
odds1
(Intercept) typhoon_500 typhoon_1000 typhoon_2000
0.02589334 1.15111673 1.22800815 1.17420736
m1 <- margins(fit1)
summary(m1)
# Cut makes a categorical variable out of a numerical variable using specified bins
df3$Super <- ifelse(df3$intensity_vmax * 1.852 > 185, 1, 0)
df3$Moderate <- ifelse(df3$intensity_vmax * 1.852 >= 88 &
df3$intensity_vmax * 1.852 < 185, 1, 0)
df3$Weak <- ifelse(df3$intensity_vmax * 1.852 >= 41 &
df3$intensity_vmax * 1.852 < 88, 1, 0)
df3$HK_intensity <- cut(df3$intensity_vmax * 1.852 ,c(-1,41, 62, 87, 117, 149, 999))
table(df3$HK_intensity)
(-1,41] (41,62] (62,87] (87,117] (117,149] (149,999]
3398 12039 12615 11527 2255 21141
fit2 <- glm(delayed ~ (typhoon_500 + typhoon_1000 + typhoon_2000) :
(Weak + Moderate + Super), data=df3,
family=binomial)
tidy(fit2)
m2 <- margins(fit2)
summary(m2) %>%
html_df()
factor |
AME |
SE |
z |
p |
lower |
upper |
Moderate |
0.0007378 |
0.0006713 |
1.0990530 |
0.2717449 |
-0.0005779 |
0.0020535 |
Super |
-0.0050241 |
0.0860163 |
-0.0584087 |
0.9534231 |
-0.1736129 |
0.1635647 |
typhoon_1000 |
0.0035473 |
0.0036186 |
0.9802921 |
0.3269420 |
-0.0035450 |
0.0106396 |
typhoon_2000 |
0.0039224 |
0.0017841 |
2.1985908 |
0.0279070 |
0.0004257 |
0.0074191 |
typhoon_500 |
-0.0440484 |
0.6803640 |
-0.0647424 |
0.9483791 |
-1.3775373 |
1.2894405 |
Weak |
0.0009975 |
0.0005154 |
1.9353011 |
0.0529534 |
-0.0000127 |
0.0020077 |
margins(fit2, at = list(Weak = c(1)),
variables = c("typhoon_500", "typhoon_1000", "typhoon_2000")) %>%
summary() %>%
html_df()
factor |
Weak |
AME |
SE |
z |
p |
lower |
upper |
typhoon_1000 |
1 |
0.0073057 |
0.0053682 |
1.360938 |
0.1735332 |
-0.0032157 |
0.0178271 |
typhoon_2000 |
1 |
0.0067051 |
0.0031225 |
2.147328 |
0.0317671 |
0.0005850 |
0.0128251 |
typhoon_500 |
1 |
-0.0458116 |
0.7052501 |
-0.064958 |
0.9482075 |
-1.4280764 |
1.3364531 |
margins(fit2, at = list(Moderate = c(1)),
variables = c("typhoon_500", "typhoon_1000", "typhoon_2000")) %>%
summary() %>%
html_df()
factor |
Moderate |
AME |
SE |
z |
p |
lower |
upper |
typhoon_1000 |
1 |
0.0059332 |
0.0078245 |
0.7582856 |
0.4482800 |
-0.0094025 |
0.0212688 |
typhoon_2000 |
1 |
0.0044871 |
0.0039453 |
1.1373050 |
0.2554108 |
-0.0032457 |
0.0122198 |
typhoon_500 |
1 |
-0.0311946 |
0.6847130 |
-0.0455586 |
0.9636620 |
-1.3732074 |
1.3108182 |
margins(fit2, at = list(Super = c(1)),
variables = c("typhoon_500", "typhoon_1000", "typhoon_2000")) %>%
summary() %>%
html_df()
factor |
Super |
AME |
SE |
z |
p |
lower |
upper |
typhoon_1000 |
1 |
0.0030638 |
0.0111295 |
0.2752891 |
0.7830941 |
-0.0187495 |
0.0248772 |
typhoon_2000 |
1 |
0.0102513 |
0.0041568 |
2.4661549 |
0.0136572 |
0.0021041 |
0.0183985 |
typhoon_500 |
1 |
-0.2241250 |
3.1608062 |
-0.0709076 |
0.9434713 |
-6.4191913 |
5.9709413 |
---
title: "Code for Session 4"
author: "Dr. Richard M. Crowley"
date: ""
output:
  html_notebook
---

Note that the directories used to store data are likely different on your computer, and such references will need to be changed before using any such code.

```{r helpers, warning=FALSE, message=F}
library(knitr)
library(kableExtra)
library(tidyverse)
library(broom)
html_df <- function(text, cols=NULL, col1=FALSE, full=F) {
  if(!length(cols)) {
    cols=colnames(text)
  }
  if(!col1) {
    kable(text,"html", col.names = cols, align = c("l",rep('c',length(cols)-1))) %>%
      kable_styling(bootstrap_options = c("striped","hover"), full_width=full)
  } else {
    kable(text,"html", col.names = cols, align = c("l",rep('c',length(cols)-1))) %>%
      kable_styling(bootstrap_options = c("striped","hover"), full_width=full) %>%
      column_spec(1,bold=T)
  }
}
```

```{r, message=F, warning=F}
# Import Walmart data from Session_Project
library(lubridate)
preprocess_data <- function(df) {
  # Merge the data together (Pulled from outside of function -- "scoping")
  df <- inner_join(df, weekly.stores)
  df <- inner_join(df, weekly.features[,1:11])
  
  # Compress the weird markdown information to 1 variable
  df$markdown <- 0
  df[!is.na(df$MarkDown1),]$markdown <- df[!is.na(df$MarkDown1),]$MarkDown1
  df[!is.na(df$MarkDown2),]$markdown <- df[!is.na(df$MarkDown2),]$MarkDown2
  df[!is.na(df$MarkDown3),]$markdown <- df[!is.na(df$MarkDown3),]$MarkDown3
  df[!is.na(df$MarkDown4),]$markdown <- df[!is.na(df$MarkDown4),]$MarkDown4
  df[!is.na(df$MarkDown5),]$markdown <- df[!is.na(df$MarkDown5),]$MarkDown5
  
  # Fix dates and add useful time variables
  df$date <- as.Date(df$Date)
  df$week <- week(df$date)
  df$year <- year(df$date)
  df$month <- month(df$date)
  
  df
}

weekly <- read.csv("../../Data/WMT_train.csv", stringsAsFactors=FALSE)
weekly.features <- read.csv("../../Data/WMT_features.csv", stringsAsFactors=FALSE)
weekly.stores <- read.csv("../../Data/WMT_stores.csv", stringsAsFactors=FALSE)
df <- preprocess_data(weekly)
#df$id <- df$Store *10000 + df$week * 100 + df$Dept
df <- df %>%
  group_by(Store, Dept) %>% 
  mutate(store_avg=mean(Weekly_Sales, rm.na=T)) %>%
  ungroup()
```

```{r}
# Create the binary variable from Walmart sales data
df$double <- ifelse(df$Weekly_Sales > df$store_avg*2,1,0)
fit <- glm(double ~ IsHoliday, data=df, family=binomial)
tidy(fit)
```

```{r}
# Automating the above:
exp(coef(fit))
```

```{r}
c(-3.44, -2.9)
```

```{r}
a <- exp(-3.44)
b <- exp(-2.9)
c(a/(1+a), b/(1+b))
```

```{r}
model2 <- glm(double ~ IsHoliday + Temperature + Fuel_Price, data=df, family=binomial)
summary(model2)
```

```{r}
# Odds
exp(coef(model2))
```

```{r}
# Typical September days
hday_sep    <- mean(predict(model2, filter(df, IsHoliday, month==9), type="response"))
no_hday_sep <-  mean(predict(model2, filter(df, !IsHoliday, month==9), type="response"))
# Typical December days
hday_dec    <- mean(predict(model2, filter(df, IsHoliday, month==12), type="response"))
no_hday_dec <-  mean(predict(model2, filter(df, !IsHoliday, month==12), type="response"))

html_df(data.frame(Month=c(9,9,12,12),
                   IsHoliday=c(FALSE,TRUE,FALSE,TRUE),
                   Probability=c(no_hday_sep, hday_sep, no_hday_dec, hday_dec)))
```

```{r, message=F}
percent <- function(x) {
  paste0(round(x*100,2),"%")
}
library(rlang)
# Another use for a quosure :)
# You could always just use quoted arguements here though
extract_margin <- function(m, x) {
  x <- enquo(x)
  percent(filter(summary(m), factor==quo_text(x))$AME)
}
```

```{r, message=F}
# Calculate AME marginal effects
library(margins)
m <- margins(model2)
m
```

```{r}
summary(m) %>%
  html_df()
```

```{r, fig.height=4, fig.width=6}
plot(m, which=summary(m)$factor)
```

```{r}
margins(model2, at = list(IsHoliday = c(TRUE, FALSE)),
        variables = c("Temperature", "Fuel_Price")) %>%
  summary() %>%
  html_df()
```

```{r}
margins(model2, at = list(Temperature = c(0, 20, 40, 60, 80, 100)),
        variables = c("IsHoliday")) %>%
  summary() %>%
  html_df()
```

```{r}

# load data
df <- read.csv("../../Data/Shipping/shipping_dataset.csv", stringsAsFactors = F, na="NA")
df_ships <- read.csv("../../Data/Shipping/index.csv", stringsAsFactors = F, na="NA")
df_ports <- read.csv("../../Data/Shipping/port_dataset.csv", stringsAsFactors = F, na="NA")
typhoon <- read.csv("../../Data/Shipping/typhoon.csv", stringsAsFactors = F)

# rename lat and lon to avoid conflicts
df_ports <- df_ports %>% rename(port_lat=lat, port_lon=lon)

# Join in ships and ports
df <- left_join(df, df_ships)
df <- df %>% filter(!imo == 9528029 | reported_destination == "AU ADL")
df <- left_join(df,df_ports, by=c("left_port"="port"))
df <- df %>% rename(left_lat=port_lat, left_lon=port_lon)
df <- left_join(df,df_ports, by=c("arrive_port"="port"))
df <- df %>% rename(arrive_lat=port_lat, arrive_lon=port_lon)

# fix dates
df$last_update = as.POSIXct(df$last_update, tz="UTC",origin="1970-01-01")
df$left_time = as.POSIXct(df$left_time, tz="UTC",origin="1970-01-01")
df$arrive_time = as.POSIXct(df$arrive_time, tz="UTC",origin="1970-01-01")

# Fix typhoon dates
typhoon$date <- as.POSIXct(paste(typhoon$date,typhoon$time), format="%Y%b%d %H%M%S", tz="UTC", origin="1970-01-01")
# Fix typhoon longitude -- they have lon * -1 in the data
typhoon$lon <- typhoon$lon * -1

typhoon_all <- typhoon
# filter to dates in sample
typhoon <- typhoon %>% filter(date > as.POSIXct("2018-08-30", tz="UTC"))

df <- df %>% rename(frame=run)

df_all <- df[df$frame != 32,]
df <- df %>% filter(last_update > as.POSIXct("2018-08-30", tz="UTC"))

library(plotly)  # needed for the toRGB() function
geo <- list(
  showland = TRUE,
  showlakes = TRUE,
  showcountries = TRUE,
  showocean = TRUE,
  countrywidth = 0.5,
  landcolor = toRGB("grey90"),
  lakecolor = toRGB("aliceblue"),
  oceancolor = toRGB("aliceblue"),
  projection = list(
    type = 'orthographic',  # detailed at https://plot.ly/r/reference/#layout-geo-projection
    rotation = list(
      lon = 100,
      lat = 1,
      roll = 0
    )
  ),
  lonaxis = list(
    showgrid = TRUE,
    gridcolor = toRGB("gray40"),
    gridwidth = 0.5
  ),
  lataxis = list(
    showgrid = TRUE,
    gridcolor = toRGB("gray40"),
    gridwidth = 0.5
  )
)

typhoon_Aug31 <- typhoon[typhoon$date > as.POSIXct("2018-08-31 00:00:00", tz="UTC") & typhoon$date < as.POSIXct("2018-09-01 00:00:00", tz="UTC"),]
typhoon_Jebi <- typhoon_all[typhoon_all$typhoon_name == "JEBI_Y",]
df_Aug31 <- df[df$frame == 1,]
```

```{r, warning=F, message=F, fig.height=5, fig.width=8}
library(plotly)  # for plotting
library(RColorBrewer)  # for colors
# plot with boats, ports, and typhoons
# Note: geo is defined in the appendix -- it controls layout
palette = brewer.pal(8, "Dark2")[c(1,8,3,2)]
p <- plot_geo(colors=palette) %>%
  add_markers(data=df_ports, x = ~port_lon, y = ~port_lat, color = "Port") %>%
  add_markers(data=df_Aug31, x = ~lon, y = ~lat, color = ~ship_type,
              text=~paste('Ship name',shipname)) %>%
  add_markers(data=typhoon_Aug31, x = ~lon, y = ~lat, color="TYPHOON",
              text=~paste("Name", typhoon_name)) %>%
   layout(showlegend = TRUE, geo = geo,
    title = 'Singaporean owned container and tanker ships, August 31, 2018')
p
```

```{r, warning=F, message=F, fig.height=5, fig.width=8}
# plot with boats and typhoons
palette = brewer.pal(8, "Dark2")[c(1,3,2)]
p <- plot_geo(colors=palette) %>%
  add_markers(data=df_all[df_all$frame == 14,], x = ~lon, y = ~lat, color = ~ship_type,
              text=~paste('Ship name',shipname)) %>%
  add_markers(data=typhoon_Jebi, x = ~lon, y = ~lat, color="Typhoon Jebi", text=~paste("Name", typhoon_name, "</br>Time: ", date)) %>%
   layout(
    showlegend = TRUE, geo = geo,
    title = 'Singaporean container/tanker ships, September 4, 2018, evening')
p
```

```{r, warning=F, message=F, fig.height=5, fig.width=9}
library(leaflet)
library(leaflet.extras)

# typhoon icons
icons <- pulseIcons(color='red',
  heartbeat = ifelse(typhoon_Jebi$intensity_vmax > 150/1.852, 0.8,
    ifelse(typhoon$intensity_vmax < 118/1.852, 1.6, 1.2)),
  iconSize=ifelse(typhoon_Jebi$intensity_vmax > 150/1.852, 12,
    ifelse(typhoon_Jebi$intensity_vmax < 118/1.852, 3, 8)))

# ship icons
shipicons <- iconList(
  ship = makeIcon("../Figures/ship.png", NULL, 18, 18)
)
leaflet() %>%
  addTiles() %>% 
  setView(lng = 136, lat = 34, zoom=4) %>%
  addPulseMarkers(data=typhoon_Jebi[seq(1,nrow(typhoon_Jebi),5),], lng=~lon,
                  lat=~lat, label=~date, icon=icons) %>%
  addCircleMarkers(data=typhoon_Jebi[typhoon_Jebi$intensity_vmax > 150/1.852,],
    lng=~lon, lat=~lat,stroke = TRUE, radius=12, color="red", label=~date) %>%
  addCircleMarkers(data=typhoon_Jebi[typhoon_Jebi$intensity_vmax <= 150/1.852 &
    typhoon_Jebi$intensity_vmax > 118/1.852,], lng=~lon, lat=~lat,
    stroke = TRUE, radius=12, color="red", label=~date) %>%
  addCircleMarkers(data=typhoon_Jebi[typhoon_Jebi$intensity_vmax <=118/1.852,],
    lng=~lon, lat=~lat, stroke = TRUE, radius=12, color="red", label=~date) %>%
  addMarkers(data=df_all[df_all$frame == 14,], lng=~lon, lat=~lat,
             label=~shipname, icon=shipicons)
```

```{r}
# Load datas
df3 <- read.csv("../../Data/Shipping/combined.csv", stringsAsFactors = F)

library(geosphere)

# Calculate distance to and from ports
df3$dist_toport <- distVincentyEllipsoid(as.matrix(df3[,c("lon","lat")]), as.matrix(df3[,c("arrive_lon","arrive_lat")]))
df3$dist_fromport <- distVincentyEllipsoid(as.matrix(df3[,c("lon","lat")]), as.matrix(df3[,c("left_lon","left_lat")]))
df3 <- df3 %>%
  arrange(imo, last_update) %>%
  group_by(imo) %>%
  mutate(delayed=ifelse(difftime(arrive_time, lead(arrive_time), units="days") > 1/8 & arrive_time > last_update & left_port == lead(left_port),1,0)) %>%
  ungroup()
```

```{r}
library(geosphere)
x <- as.matrix(df3[,c("lon","lat")])  # ship location
y <- as.matrix(df3[,c("ty_lon","ty_lat")]) # typhoon location

df3$dist_typhoon <- distVincentyEllipsoid(x, y) / 1000
```

```{r}
df3$typhoon_500 = ifelse(df3$dist_typhoon < 500 & 
                         df3$dist_typhoon >= 0, 1, 0)
df3$typhoon_1000 = ifelse(df3$dist_typhoon < 1000 &
                          df3$dist_typhoon >= 500, 1, 0)
df3$typhoon_2000 = ifelse(df3$dist_typhoon < 2000 &
                          df3$dist_typhoon >= 1000, 1, 0)
```

```{r}
fit1 <- glm(delayed ~ typhoon_500 + typhoon_1000 + typhoon_2000, data=df3,
            family=binomial)
summary(fit1)
```

```{r}
odds1 <- exp(coef(fit1))
odds1
```

```{r}
m1 <- margins(fit1)
summary(m1)
```

```{r}
# Cut makes a categorical variable out of a numerical variable using specified bins
df3$Super <- ifelse(df3$intensity_vmax * 1.852 > 185, 1, 0)
df3$Moderate <- ifelse(df3$intensity_vmax * 1.852 >= 88 &
                         df3$intensity_vmax * 1.852 < 185, 1, 0)
df3$Weak <- ifelse(df3$intensity_vmax * 1.852 >= 41 & 
                   df3$intensity_vmax * 1.852 < 88, 1, 0)
df3$HK_intensity <- cut(df3$intensity_vmax * 1.852 ,c(-1,41, 62, 87, 117, 149, 999))
table(df3$HK_intensity)
```

```{r}
fit2 <- glm(delayed ~ (typhoon_500 + typhoon_1000 + typhoon_2000) : 
              (Weak + Moderate + Super), data=df3,
            family=binomial)
tidy(fit2)
```

```{r}
m2 <- margins(fit2)
summary(m2) %>%
  html_df()
```

```{r}
margins(fit2, at = list(Weak = c(1)),
        variables = c("typhoon_500", "typhoon_1000", "typhoon_2000")) %>%
  summary() %>%
  html_df()
```

```{r}
margins(fit2, at = list(Moderate = c(1)),
        variables = c("typhoon_500", "typhoon_1000", "typhoon_2000")) %>%
  summary() %>%
  html_df()
```

```{r}
margins(fit2, at = list(Super = c(1)),
        variables = c("typhoon_500", "typhoon_1000", "typhoon_2000")) %>%
  summary() %>%
  html_df()
```

