This script replicates Figure 3 of the manuscript (Ego-alter
influence plots).
Preparation
Clean the working environment
# clean the working environment
rm(list = ls())
Define some functions
{
fcentring <- function(actors) {
centored <- actors - mean(actors)
return(centored)
}
fsimij <- function(actors, min, max) {
# rv <- max(actors) - min(actors)
rv <- max - min
mat1 <- matrix(actors, nrow = length(actors), ncol = length(actors), byrow = TRUE)
mat2 <- t(mat1)
simij <- 1 - (abs(mat1 - mat2)/rv)
return(simij)
}
flinear <- function(ego, alters, ...) {
actors <- c(ego, alters) #define the network
beh_centered <- fcentring(actors) #center behavior scores
statistic <- beh_centered[1] #the actual statistic
return(statistic)
}
fquad <- function(ego, alters, ...) {
actors <- c(ego, alters) #define the network
beh_centered <- fcentring(actors) #center behavior scores
statistic <- (beh_centered[1])^2 #the actual statistic
return(statistic)
}
favSim <- function(ego, alters, min, max) {
actors <- c(ego, alters) #define the network
beh_centered <- fcentring(actors) #center behavior scores
simij <- fsimij(beh_centered, min, max) #calculate the similarity scores
diag(simij) <- NA
msimij <- mean(simij, na.rm = TRUE) #calculate the mean similarity score. only calculate mean on non-diagonal cells??!!
simij_c <- simij - msimij #center the similarity scores
statistic <- sum(simij_c[1, ], na.rm = TRUE)/length(alters) #the actual statistic
return(statistic)
}
favSim2 <- function(ego, alters, min, max) {
actors <- c(ego, alters) #define the network
beh_centered <- fcentring(actors) #center behavior scores
simij <- fsimij(beh_centered, min, max) #calculate the similarity scores
diag(simij) <- NA
# msimij <- mean(simij, na.rm=TRUE) #calculate the mean similarity score. only calculate
# mean on non-diagonal cells??!!
simij_c <- simij # - msimij #center the similarity scores
statistic <- sum(simij_c[1, ], na.rm = TRUE)/length(alters) #the actual statistic
return(statistic)
}
favAttHigher <- function(ego, alters, min, max) {
actors <- c(ego, alters)
beh_centered <- fcentring(actors)
simij <- fsimij(beh_centered, min, max)
diag(simij) <- NA
# msimij <- mean(simij, na.rm=TRUE) #only calculate mean on non-diagonal cells??!! simij_c
# <- simij - msimij diag(simij_c) <- NA
simijH <- simij[1, ]
simijH[beh_centered <= beh_centered[1]] <- 1
simijH[1] <- NA
statistic <- sum(simijH, na.rm = TRUE)/length(alters)
return(statistic)
}
favAttLower <- function(ego, alters, min, max) {
actors <- c(ego, alters)
beh_centered <- fcentring(actors)
simij <- fsimij(beh_centered, min, max)
diag(simij) <- NA
simijL <- simij[1, ]
simijL[beh_centered >= beh_centered[1]] <- 1
simijL[1] <- NA
statistic <- sum(simijL, na.rm = TRUE)/length(alters)
return(statistic)
}
favAlt <- function(ego, alters, ...) {
actors <- c(ego, alters)
beh_centered <- fcentring(actors)
statistic <- beh_centered[1] * (sum(beh_centered[-1], na.rm = TRUE)/length(alters))
return(statistic)
}
fAttMean <- function(ego, alters, min, max, ...) {
rv <- max - min
actors <- c(ego, alters)
beh_centered <- fcentring(actors)
statistic <- 1 - abs(beh_centered[1] - (sum(beh_centered[-1], na.rm = TRUE)/length(alters)))/rv #thus we strive for a highest local similarity score!
return(statistic)
}
finluenceplot <- function(alters, min, max, fun, params, results = TRUE, plot = TRUE) {
# check correct number of parameters are given
if (length(fun) != length(params))
stop("Please provide one (and only one) parameter for each of the behavioral effects!")
# calculuate value of evaluation function
s <- NA
for (i in min:max) {
s[i] <- 0
for (j in 1:length(fun)) {
s[i] <- s[i] + params[j] * fun[[j]](i, alters, min, max)
}
}
# calculate the probabilities
p <- NA
for (i in min:max) {
p[i] <- exp(s[i])/sum(exp(s))
}
# calculate the probabilities of choice set
p2 <- NA
for (i in min:max) {
if (i == min) {
p2[i] <- exp(s[i])/sum(exp(s[i]) + exp(s[i + 1]))
} else if (i == max) {
p2[i] <- exp(s[i])/sum(exp(s[i]) + exp(s[i - 1]))
} else {
p2[i] <- exp(s[i])/sum(exp(s[i]) + exp(s[i - 1]) + exp(s[i + 1]))
}
}
# calculate the probability ratio
r <- NA
for (i in min:max) {
r[i] <- p[i]/p[1]
}
# some simple plots
if (plot) {
name <- deparse(substitute(fun))
name <- stringr::str_sub(as.character(name), 6, -2)
par(mfrow = c(2, 2))
plot(y = s, x = min:max, xlab = "ego behavioral score", ylab = name, type = "b")
mtext("EVALUATION", line = 1)
mtext(paste("alters:", paste0(alters, collapse = ",")))
plot(y = p, x = min:max, xlab = "ego behavioral score", ylab = name, ylim = c(0, 1), type = "b")
mtext("PROBABILITIES", line = 1)
mtext(paste("alters:", paste0(alters, collapse = ",")))
plot(y = p2, x = min:max, xlab = "ego behavioral score", ylab = name, ylim = c(0, 1), type = "b")
mtext("PROBABILITIES choice set", line = 1)
mtext(paste("alters:", paste0(alters, collapse = ",")))
plot(y = r, x = min:max, xlab = "ego behavioral score", ylab = name, type = "b")
mtext("RATIOS", line = 1)
mtext(paste("alters:", paste0(alters, collapse = ",")))
}
# return results for more fancy plotting
if (results) {
x <- min:max
df <- data.frame(x, s, p, p2, r)
return(df)
}
}
}
We consider different scenarios, where ego’s alters have different
running frequency values.
alters1 <- rep(c(2), 6)
alters2 <- rep(c(5), 6)
alters3 <- rep(c(2, 2, 2, 5, 5, 5))
alters4 <- rep(c(1, 2, 3, 4, 5, 6, 7))
Our club estimates:
# frequency
club1 <- c(-0.008, -0.071, 0.017, 4.762)
club2 <- c(-0.077, 0.04, 1.385, 4.413)
club3 <- c(-0.086, -0.009, 1.499, 2.41)
club4 <- c(0.149, -0.201, -4.482, 6.216)
club5 <- c(0.247, 0.062, -0.184, 9.062)
# scenario 1 club1
p1 <- finluenceplot(alters = alters1, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club1)
# club2
p2 <- finluenceplot(alters = alters1, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club2)
# club 3
p3 <- finluenceplot(alters = alters1, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club3)
# club 4
p4 <- finluenceplot(alters = alters1, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club4)
# club 5
p5 <- finluenceplot(alters = alters1, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club5)
plot1 <- rbind(p1, p2, p3, p4, p5)
plot1$Club <- as.character(sort(rep(1:5, 7)))
plot1$scenario <- paste("A) Behavior alters:", paste0(alters1, collapse = ", "))
# scenario 2 club1
p1 <- finluenceplot(alters = alters2, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club1)
# club2
p2 <- finluenceplot(alters = alters2, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club2)
# club 3
p3 <- finluenceplot(alters = alters2, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club3)
# club 4
p4 <- finluenceplot(alters = alters2, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club4)
# club 5
p5 <- finluenceplot(alters = alters2, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club5)
plot2 <- rbind(p1, p2, p3, p4, p5)
plot2$Club <- as.character(sort(rep(1:5, 7)))
plot2$scenario <- paste("B) Behavior alters:", paste0(alters2, collapse = ", "))
# scenario 3 club1
p1 <- finluenceplot(alters = alters3, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club1)
# club2
p2 <- finluenceplot(alters = alters3, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club2)
# club 3
p3 <- finluenceplot(alters = alters3, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club3)
# club 4
p4 <- finluenceplot(alters = alters3, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club4)
# club 5
p5 <- finluenceplot(alters = alters3, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club5)
plot3 <- rbind(p1, p2, p3, p4, p5)
plot3$Club <- as.character(sort(rep(1:5, 7)))
plot3$scenario <- paste("C) Behavior alters:", paste0(alters3, collapse = ", "))
# scenario 4 club1
p1 <- finluenceplot(alters = alters4, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club1)
# club2
p2 <- finluenceplot(alters = alters4, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club2)
# club 3
p3 <- finluenceplot(alters = alters4, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club3)
# club 4
p4 <- finluenceplot(alters = alters4, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club4)
# club 5
p5 <- finluenceplot(alters = alters4, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club5)
plot4 <- rbind(p1, p2, p3, p4, p5)
plot4$Club <- as.character(sort(rep(1:5, 7)))
plot4$scenario <- paste("D) Behavior alters:", paste0(alters4, collapse = ", "))
multiplot <- rbind(plot1, plot2, plot3, plot4)
multiplot$Attribute <- "Frequency"
We do the same for running volume.
# volume
club1 <- c(-0.056, -0.033, 0.277, 3.475)
club2 <- c(-0.22, 0.012, 1.721, 1.227)
club3 <- c(-0.129, -0.008, 1.929, 1.78)
club4 <- c(1.294, -0.409, -18.608, 16.761)
club5 <- c(-0.012, 0.024, 1.915, 8.61)
p1 <- finluenceplot(alters = alters1, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club1)
# club2
p2 <- finluenceplot(alters = alters1, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club2)
# club 3
p3 <- finluenceplot(alters = alters1, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club3)
# club 4
p4 <- finluenceplot(alters = alters1, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club4)
# club 5
p5 <- finluenceplot(alters = alters1, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club5)
plot1 <- rbind(p1, p2, p3, p4, p5)
plot1$Club <- as.character(sort(rep(1:5, 7)))
plot1$scenario <- paste("A) Behavior alters:", paste0(alters1, collapse = ", "))
# scenario 2 club1
p1 <- finluenceplot(alters = alters2, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club1)
# club2
p2 <- finluenceplot(alters = alters2, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club2)
# club 3
p3 <- finluenceplot(alters = alters2, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club3)
# club 4
p4 <- finluenceplot(alters = alters2, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club4)
# club 5
p5 <- finluenceplot(alters = alters2, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club5)
plot2 <- rbind(p1, p2, p3, p4, p5)
plot2$Club <- as.character(sort(rep(1:5, 7)))
plot2$scenario <- paste("B) Behavior alters:", paste0(alters2, collapse = ", "))
# scenario 3 club1
p1 <- finluenceplot(alters = alters3, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club1)
# club2
p2 <- finluenceplot(alters = alters3, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club2)
# club 3
p3 <- finluenceplot(alters = alters3, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club3)
# club 4
p4 <- finluenceplot(alters = alters3, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club4)
# club 5
p5 <- finluenceplot(alters = alters3, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club5)
plot3 <- rbind(p1, p2, p3, p4, p5)
plot3$Club <- as.character(sort(rep(1:5, 7)))
plot3$scenario <- paste("C) Behavior alters:", paste0(alters3, collapse = ", "))
# scenario 4 club1
p1 <- finluenceplot(alters = alters4, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club1)
# club2
p2 <- finluenceplot(alters = alters4, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club2)
# club 3
p3 <- finluenceplot(alters = alters4, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club3)
# club 4
p4 <- finluenceplot(alters = alters4, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club4)
# club 5
p5 <- finluenceplot(alters = alters4, min = 1, max = 7, results = T, plot = F, fun = list(flinear, fquad,
favAttHigher, favAttLower), params = club5)
plot4 <- rbind(p1, p2, p3, p4, p5)
plot4$Club <- as.character(sort(rep(1:5, 7)))
plot4$scenario <- paste("D) Behavior alters:", paste0(alters4, collapse = ", "))
multiplot2 <- rbind(plot1, plot2, plot3, plot4)
multiplot2$Attribute <- "Volume"
# merge them together
multiplot <- rbind(multiplot, multiplot2)
---
title: "Replicating ego-alter influence plot"
date: "Last compiled on `r format(Sys.time(), '%B, %Y')`"
bibliography: references.bib
output:
  html_document:

    css: tweaks.css
    toc: true
    toc_float: true
    collapsed: false
    number_sections: false
    toc_depth: 1
    code_folding: show
    code_download: yes
---




```{r, globalsettings, echo=FALSE, warning=FALSE, results='hide'}
library(knitr)
library(ggplot2)

knitr::opts_chunk$set(echo = TRUE)
opts_chunk$set(tidy.opts=list(width.cutoff=100),tidy=TRUE, warning = FALSE, message = FALSE,comment = "#>", cache=TRUE, class.source=c("test"), class.output=c("test2"))
options(width = 100)
rgl::setupKnitr()



colorize <- function(x, color) {sprintf("<span style='color: %s;'>%s</span>", color, x) }

```

```{r klippy, echo=FALSE, include=TRUE}
klippy::klippy(position = c('top', 'right'))
#klippy::klippy(color = 'darkred')
#klippy::klippy(tooltip_message = 'Click to copy', tooltip_success = 'Done')
```

---


This script replicates Figure 3 of the manuscript (Ego-alter influence plots).

# Preparation

Clean the working environment

```{r, warning=FALSE}
# clean the working environment 
rm (list = ls( ))
```

<br>

Define some functions

```{r eval=T}
{

fcentring <- function(actors){
  centored <- actors - mean(actors)
  return(centored)
}


fsimij <- function(actors, min, max){
  #rv <- max(actors) - min(actors)
  rv <- max - min
  mat1 <- matrix(actors, nrow=length(actors), ncol=length(actors), byrow=TRUE)
  mat2 <- t(mat1)
  simij <- 1 - ( abs(mat1-mat2) / rv)
  return(simij)
}

flinear <- function(ego, alters, ...) {
  actors <- c(ego,alters) #define the network
  beh_centered <- fcentring(actors) #center behavior scores
  
  statistic <- beh_centered[1] #the actual statistic
  
  return(statistic)
}

fquad <- function(ego, alters, ...) {
  actors <- c(ego,alters) #define the network
  beh_centered <- fcentring(actors) #center behavior scores
  
  statistic <- (beh_centered[1])^2 #the actual statistic
  
  return(statistic)
}


favSim <- function(ego, alters, min, max) {
  actors <- c(ego,alters) #define the network
  beh_centered <- fcentring(actors) #center behavior scores
  simij <- fsimij(beh_centered, min, max) #calculate the similarity scores
  diag(simij) <- NA
  msimij <- mean(simij, na.rm=TRUE) #calculate the mean similarity score. only calculate mean on non-diagonal cells??!!
  simij_c <- simij - msimij #center the similarity scores
  
  statistic <- sum(simij_c[1,], na.rm = TRUE) / length(alters) #the actual statistic
  
  return(statistic)
}

favSim2 <- function(ego, alters, min, max) {
  actors <- c(ego,alters) #define the network
  beh_centered <- fcentring(actors) #center behavior scores
  simij <- fsimij(beh_centered, min, max) #calculate the similarity scores
  diag(simij) <- NA
  #msimij <- mean(simij, na.rm=TRUE) #calculate the mean similarity score. only calculate mean on non-diagonal cells??!!
  simij_c <- simij # - msimij #center the similarity scores
  
  statistic <- sum(simij_c[1,], na.rm = TRUE) / length(alters) #the actual statistic
  
  return(statistic)
}

favAttHigher <- function(ego, alters, min, max) {
  actors <- c(ego,alters)
  beh_centered <- fcentring(actors)
  simij <- fsimij(beh_centered, min, max)
  diag(simij) <- NA
  #msimij <- mean(simij, na.rm=TRUE) #only calculate mean on non-diagonal cells??!!
  #simij_c <- simij - msimij
  #diag(simij_c) <- NA 
  simijH <- simij[1,]
  simijH[beh_centered <= beh_centered[1]] <- 1
  simijH[1] <- NA
  statistic <- sum(simijH, na.rm = TRUE) / length(alters)

  return(statistic)
}

favAttLower <- function(ego, alters, min, max) {
  actors <- c(ego,alters)
  beh_centered <- fcentring(actors)
  simij <- fsimij(beh_centered, min, max)
  diag(simij) <- NA
  
  simijL <- simij[1,]
  simijL[beh_centered >= beh_centered[1]] <- 1
  simijL[1] <- NA
  statistic <- sum(simijL, na.rm = TRUE) / length(alters)
  
  
  return(statistic)
}

favAlt <- function(ego, alters, ...) {
  actors <- c(ego,alters)
  beh_centered <- fcentring(actors)
  
  
  statistic <- beh_centered[1] * (sum(beh_centered[-1], na.rm = TRUE) / length(alters))
  
  
  return(statistic)
}

fAttMean <- function(ego, alters, min, max, ...) {
  rv <- max - min
  actors <- c(ego,alters)
  beh_centered <- fcentring(actors)
  
  statistic <- 1 -  abs(beh_centered[1] - (sum(beh_centered[-1], na.rm = TRUE) / length(alters)))/rv #thus we strive for a highest local similarity score!
  
  
  return(statistic)
}

finluenceplot <- function(alters, min, max, fun, params, results=TRUE, plot=TRUE) {
  #check correct number of parameters are given
  if (length(fun) != length(params)) stop("Please provide one (and only one) parameter for each of the behavioral effects!")
  
  #calculuate value of evaluation function
  s <- NA
  for (i in min:max) {
    s[i] <- 0
    for (j in 1:length(fun)) {
      s[i] <- s[i] + params[j]*fun[[j]](i, alters, min, max)      
    }
  }
  
  #calculate the probabilities  
  p <- NA
  for (i in min:max) {
    p[i] <- exp(s[i]) / sum(exp(s))
  }
  
  #calculate the probabilities of choice set  
  p2 <- NA
  for (i in min:max) {
    if (i==min) { 
      p2[i] <- exp(s[i]) / sum(exp(s[i]) + exp(s[i + 1])) 
    } else if (i==max) { 
      p2[i] <- exp(s[i]) / sum(exp(s[i]) + exp(s[i - 1]))
    } else {
      p2[i] <- exp(s[i]) / sum(exp(s[i]) + exp(s[i - 1]) + exp(s[i + 1]))
    }
  }
  
  #calculate the probability ratio  
  r <- NA
  for (i in min:max) {
    r[i] <- p[i] / p[1]
  }
  
  #some simple plots
  if (plot) { 
    name <- deparse(substitute(fun))
    name <- stringr::str_sub(as.character(name), 6, -2)
    par(mfrow=c(2,2))
    plot(y=s, x=min:max, xlab="ego behavioral score", ylab=name, type="b")
    mtext("EVALUATION", line=1)
    mtext(paste("alters:", paste0(alters, collapse=",")))
    plot(y=p, x=min:max, xlab="ego behavioral score", ylab=name, ylim=c(0,1), type="b")
    mtext("PROBABILITIES", line=1)
    mtext(paste("alters:", paste0(alters, collapse=",")))
    plot(y=p2, x=min:max, xlab="ego behavioral score", ylab=name, ylim=c(0,1), type="b")
    mtext("PROBABILITIES choice set", line=1)
    mtext(paste("alters:", paste0(alters, collapse=",")))
    plot(y=r, x=min:max, xlab="ego behavioral score", ylab=name, type="b")
    mtext("RATIOS", line=1)
    mtext(paste("alters:", paste0(alters, collapse=",")))
  }
  
  #return results for more fancy plotting
  if (results) {
    x <- min:max
    df <- data.frame(x, s, p,p2, r)
    return(df)
  }
  
}
}
```


<br>

We consider different scenarios, where ego’s alters have different running frequency values.

```{r}
alters1 <- rep(c(2), 6)
alters2 <- rep(c(5), 6)
alters3 <- rep(c(2, 2, 2, 5, 5, 5))
alters4 <- rep(c(1, 2, 3, 4, 5, 6, 7))
```

<br>

Our club estimates:

```{r}
# frequency
club1 <- c(-0.008, -0.071, 0.017, 4.762)
club2 <- c(-0.077, 0.040, 1.385, 4.413)
club3 <- c(-0.086, -0.009, 1.499, 2.410)
club4 <- c(0.149, -0.201, -4.482, 6.216)
club5 <- c(0.247, 0.062, -0.184, 9.062)
```

<br>

```{r}
# scenario 1
# club1
p1 <- finluenceplot(alters = alters1, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club1)
# club2
p2 <- finluenceplot(alters = alters1, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club2)
# club 3
p3 <- finluenceplot(alters = alters1, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club3)
# club 4
p4 <- finluenceplot(alters = alters1, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club4)
# club 5
p5 <- finluenceplot(alters = alters1, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club5)

plot1 <- rbind(p1, p2, p3, p4, p5)
plot1$Club <- as.character(sort(rep(1:5,7)))
plot1$scenario <- paste("A) Behavior alters:", paste0(alters1, collapse=", " ))

# scenario 2
# club1
p1 <- finluenceplot(alters = alters2, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club1)
# club2
p2 <- finluenceplot(alters = alters2, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club2)
# club 3
p3 <- finluenceplot(alters = alters2, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club3)
# club 4
p4 <- finluenceplot(alters = alters2, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club4)
# club 5
p5 <- finluenceplot(alters = alters2, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club5)

plot2 <- rbind(p1, p2, p3, p4, p5)
plot2$Club <- as.character(sort(rep(1:5,7)))
plot2$scenario <- paste("B) Behavior alters:", paste0(alters2, collapse=", " ))

# scenario 3
# club1
p1 <- finluenceplot(alters = alters3, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club1)
# club2
p2 <- finluenceplot(alters = alters3, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club2)
# club 3
p3 <- finluenceplot(alters = alters3, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club3)
# club 4
p4 <- finluenceplot(alters = alters3, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club4)
# club 5
p5 <- finluenceplot(alters = alters3, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club5)

plot3 <- rbind(p1, p2, p3, p4, p5)
plot3$Club <- as.character(sort(rep(1:5,7)))
plot3$scenario <- paste("C) Behavior alters:", paste0(alters3, collapse=", " ))

# scenario 4
# club1
p1 <- finluenceplot(alters = alters4, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club1)
# club2
p2 <- finluenceplot(alters = alters4, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club2)
# club 3
p3 <- finluenceplot(alters = alters4, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club3)
# club 4
p4 <- finluenceplot(alters = alters4, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club4)
# club 5
p5 <- finluenceplot(alters = alters4, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club5)

plot4 <- rbind(p1, p2, p3, p4, p5)
plot4$Club <- as.character(sort(rep(1:5,7)))
plot4$scenario <- paste("D) Behavior alters:", paste0(alters4, collapse=", " ))


multiplot <- rbind(plot1,plot2,plot3,plot4)
multiplot$Attribute <- "Frequency"
```

<br> 

We do the same for running volume.

```{r}
#volume
club1 <- c(-0.056, -0.033,0.277,3.475)
club2 <- c(-0.220,0.012,1.721,1.227)
club3 <- c(-0.129, -0.008,1.929,1.780)
club4 <- c(1.294, -0.409, -18.608, 16.761)
club5 <- c(-0.012, 0.024, 1.915, 8.610)

p1 <- finluenceplot(alters = alters1, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club1)
# club2
p2 <- finluenceplot(alters = alters1, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club2)
# club 3
p3 <- finluenceplot(alters = alters1, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club3)
# club 4
p4 <- finluenceplot(alters = alters1, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club4)
# club 5
p5 <- finluenceplot(alters = alters1, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club5)

plot1 <- rbind(p1, p2, p3, p4, p5)
plot1$Club <- as.character(sort(rep(1:5,7)))
plot1$scenario <- paste("A) Behavior alters:", paste0(alters1, collapse=", " ))

# scenario 2
# club1
p1 <- finluenceplot(alters = alters2, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club1)
# club2
p2 <- finluenceplot(alters = alters2, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club2)
# club 3
p3 <- finluenceplot(alters = alters2, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club3)
# club 4
p4 <- finluenceplot(alters = alters2, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club4)
# club 5
p5 <- finluenceplot(alters = alters2, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club5)

plot2 <- rbind(p1, p2, p3, p4, p5)
plot2$Club <- as.character(sort(rep(1:5,7)))
plot2$scenario <- paste("B) Behavior alters:", paste0(alters2, collapse=", " ))

# scenario 3
# club1
p1 <- finluenceplot(alters = alters3, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club1)
# club2
p2 <- finluenceplot(alters = alters3, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club2)
# club 3
p3 <- finluenceplot(alters = alters3, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club3)
# club 4
p4 <- finluenceplot(alters = alters3, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club4)
# club 5
p5 <- finluenceplot(alters = alters3, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club5)

plot3 <- rbind(p1, p2, p3, p4, p5)
plot3$Club <- as.character(sort(rep(1:5,7)))
plot3$scenario <- paste("C) Behavior alters:", paste0(alters3, collapse=", " ))

# scenario 4
# club1
p1 <- finluenceplot(alters = alters4, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club1)
# club2
p2 <- finluenceplot(alters = alters4, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club2)
# club 3
p3 <- finluenceplot(alters = alters4, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club3)
# club 4
p4 <- finluenceplot(alters = alters4, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club4)
# club 5
p5 <- finluenceplot(alters = alters4, 
                      min = 1, max = 7, 
                      results = T, plot=F,
                      fun = list(flinear, fquad, favAttHigher,favAttLower), 
                      params = club5)

plot4 <- rbind(p1, p2, p3, p4, p5)
plot4$Club <- as.character(sort(rep(1:5,7)))
plot4$scenario <- paste("D) Behavior alters:", paste0(alters4, collapse=", " ))


multiplot2 <- rbind(plot1,plot2,plot3,plot4)
multiplot2$Attribute <- "Volume"

# merge them together
multiplot <- rbind(multiplot, multiplot2)

```

# Plot

We create a nice multipanel plot of the different scenarios:


```{r fig3, class.source = 'fold-hide', fig.width=10, fig.height=8}


library(ggplot2)
library(lemon) # for repeating axis labels across facets
library(ggtext)  #for colorizing parts of the title. 

ggplot(
  data = multiplot, 
  aes(x, s, group=Club, color=Club)) + 
  geom_line(size = 1) + geom_point(aes(shape=Club), size = 2) +
  labs(
    title ="<b><span style = 'font-size:18pt'>Influence effects on running frequency</span></b><br><span style = 'font-size:14pt'>Evaluation of prospective behavior based on <i>linear</i> and <i>quadratic</i> shape effects and the <i>average attraction towards higher</i> and <i>lower</i> effects.",
       caption = "Notes: The y-axis represents the evaluation function statistic; the x-axis represents different values for ego’s prospective behavior. Lines represent the predicted ‘attractiveness’ of different behavior values. Panels A-D represent different scenarios with different values for the behavior of ego’s alters. Behavior dynamics presented here would be compounded had the objective function contained more effects (e.g., indegree, gender).") +
  
  scale_y_continuous(breaks = seq(-10, 20, by = 2.5)) +
  scale_x_continuous(breaks = seq(1, 7, by = 1)) +
  scale_shape_manual(values=c(rep(19, 5))) +
  scale_colour_manual(values=c("#E69F00", "#56B4E9", "#000000", "#009E73", "#F0E442")) +
  facet_grid(Attribute~scenario, 
             switch = "y"
  #         , scales = "free_y"
  ) +
  ylab("Evaluation function statistic") + xlab("Ego's prospective behavior") +
  
theme(plot.title = element_textbox_simple(
    padding = margin(5.5, 5.5, 5.5, 5.5),
    margin = margin(0, 0, 5.5, 0),
    fill = "lightsteelblue2",
    lineheight=1,
    r = grid::unit(8, "pt")),
    
    plot.caption = element_textbox_simple(
    padding = margin(2, 2, 2, 2),
    margin = margin(0, 0, 2, 0),
    fill = "lightsteelblue2",
    lineheight=1,
    vjust=1.5,
    r = grid::unit(8, "pt")),
    
    strip.text.x = element_textbox(
          size = 9,
          color = "white", fill = "#5D729D", box.color = "#4A618C",
          halign = 0.5, linetype = 1, r = unit(5, "pt"), width = unit(1, "npc"),
          padding = margin(2, 0, 1, 0), margin = margin(3, 3, 3, 3)
        ),
    
    strip.text.y = element_textbox_simple(
          size=12,
          face="bold",
          vjust=1),


    strip.background = element_blank(),
    strip.placement = "outside",
    
    axis.text.y = element_text(size=9),
        legend.position = "top",
        axis.line.y = element_line(color = "black", size=.6)
)

ggsave("infpl.pdf")
  

```


