Aim: to explore how consequential influence effects are for the running behavior (here, frequency) across clubs.

I reduced the data to only two time-points. Initial effect values are set based on the estimated model parameters of tables 2 and 3 of the manuscript.

I specify additional models: 1) with no peer influence effects whatsoever; 2) with only indegree effect on behavior; 3) with only upward assimilation (avAttHigher); 4) with only downward assimilation (avAttLower).

only 100 simulations were run, but this can be adjusted in the script!



Getting started

clean up

rm (list = ls( ))
#gc()


general custom functions

  • fpackage.check: Check if packages are installed (and install if not) in R (source)
  • fload.R: function to load R-objects under new names.
fpackage.check <- function(packages) {
    lapply(packages, FUN = function(x) {
        if (!require(x, character.only = TRUE)) {
            install.packages(x, dependencies = TRUE)
            library(x, character.only = TRUE)
        }
    })
}

fload.R  <- function(fileName){
  load(fileName)
  get(ls()[ls() != "fileName"])
}

necessary packages

  • RSiena: SIENA as ABM
  • sna
  • lattice: for plotting
  • RColorBrewer: color palettes
packages = c("RSiena", "sna", "lattice", "RColorBrewer")

fpackage.check(packages)


load club data

Load the club list, to set up our starting networks

load("clubdata.RData")


The following scripts makes for all clubs boxplots illustrating how average running behavior values differ across different simulation models.

Models:

  • model 5
  • no_inf
  • only indegree
  • only avAttLower
  • only avAttHigher

simulation models

plotL <- list() # list to store plots in

for (c in 1:length(clubdata)) {

  # pick club

  club <- clubdata[[c]]
  
  # we reduce the data to only two time points
  kudonet <- sienaDependent(club$kudo[,,1:2], allowOnly = FALSE)
  freq_run <- sienaDependent(club$freq_run[,,1:2], type = "behavior", allowOnly = FALSE) 
  time_run <- sienaDependent(club$time_run[,,1:2], type = "behavior", allowOnly = FALSE) 
  
  # covariates
  # changing covariates not possible with only 2 waves, so we make other activity a constant
  freq_other <- coCovar(club$freq_other[, ,1])
  time_other <- coCovar(club$time_other[, ,1])
  gender <- coCovar(ifelse(club$male == 1, 1, 2))
  
  # create a RSiena data object for both models: frequency and volume
  mydata <- sienaDataCreate(kudonet, freq_run, freq_other, gender)
  mydata2<- sienaDataCreate(kudonet, time_run, time_other, gender)
  
  # load in the sienaFit object list, containing estimated parameters
  # for the frequency and volume model
  load(paste0("test/sienaFit/sienaFit_club", c, ".RData")) # freq.
  ans <- sienaFit[[5]] # get object for main model (m5)
  load(paste0("test/sienaFit/duration/sienaFit_club", c, ".RData")) # vol.
  ans2 <- sienaFit[[5]]
  
  # make effects object
  myeff <- getEffects(mydata)
  myeff2 <- getEffects(mydata2)
  # set initial values of basic effects for simulations based on estimated model
  myeff$initialValue[myeff$include==T] <- ans$theta[c(1,12,13,28,39,40)]
  myeff2$initialValue[myeff2$include==T] <- ans2$theta[c(1,12,13,28,39,40)]
  
  # include extra effects and set initial value
  # frequency model
  {
    myeff <- setEffect(myeff, gwespFF, name = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="gwespFF")])
    myeff <- setEffect(myeff, outActSqrt, name = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="outActSqrt")])
    myeff <- setEffect(myeff, inPopSqrt, name = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="inPopSqrt")])
    myeff <- setEffect(myeff, outPopSqrt, name = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="outPopSqrt")])
    myeff <- setEffect(myeff, reciAct, name = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="reciAct")])
    myeff <- setEffect(myeff, outIso, name = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="outIso")])
    myeff <- includeInteraction(myeff, recip, gwespFF, parameter = 69, name = "kudonet")
    (eff1 <- myeff[myeff$include, ]$effect1[10])
    (eff2 <- myeff[myeff$include, ]$effect2[10])
    myeff <- setEffect(myeff, unspInt, effect1 = eff1, effect2 = eff2, initialValue = ans$theta[which(ans$effects$shortName=="unspInt")])
    myeff <- setEffect(myeff, higher, name = "kudonet", interaction1 = "freq_run", initialValue = ans$theta[which(ans$effects$shortName=="higher")])
    myeff <- setEffect(myeff, egoX, name = "kudonet", interaction1 = "gender", initialValue = ans$theta[which(ans$effects$shortName=="egoX" & ans$effects$interaction1=="gender")])
    myeff <- setEffect(myeff, altX, name = "kudonet", interaction1 = "gender", initialValue = ans$theta[which(ans$effects$shortName=="altX" & ans$effects$interaction1=="gender")])
    myeff <- setEffect(myeff, sameX, name = "kudonet", interaction1 = "gender", initialValue = ans$theta[which(ans$effects$shortName=="sameX"& ans$effects$interaction1=="gender")])
    myeff <- setEffect(myeff, effFrom, name = "freq_run", interaction1 = "freq_other", initialValue = ans$theta[which(ans$effects$shortName=="effFrom" & ans$effects$interaction1=="freq_other")])
    myeff <- setEffect(myeff, effFrom, name = "freq_run", interaction1 = "gender", initialValue = ans$theta[which(ans$effects$shortName=="effFrom" & ans$effects$interaction1=="gender")])
    myeff <- setEffect(myeff, indeg, name = "freq_run", interaction1 = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="indeg")])
    myeff <- setEffect(myeff, avAttHigher, name = "freq_run", interaction1 = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="avAttHigher")])
    myeff <- setEffect(myeff, avAttLower, name = "freq_run", interaction1 = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="avAttLower")])
  }
  
  # volume model
  {
    myeff2 <- setEffect(myeff2, gwespFF, name = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="gwespFF")])
    myeff2 <- setEffect(myeff2, outActSqrt, name = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="outActSqrt")])
    myeff2 <- setEffect(myeff2, inPopSqrt, name = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="inPopSqrt")])
    myeff2 <- setEffect(myeff2, outPopSqrt, name = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="outPopSqrt")])
    myeff2 <- setEffect(myeff2, reciAct, name = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="reciAct")])
    myeff2 <- setEffect(myeff2, outIso, name = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="outIso")])
    myeff2 <- includeInteraction(myeff2, recip, gwespFF, parameter = 69, name = "kudonet")
    (eff1 <- myeff2[myeff2$include, ]$effect1[10])
    (eff2 <- myeff2[myeff2$include, ]$effect2[10])
    myeff2 <- setEffect(myeff2, unspInt, effect1 = eff1, effect2 = eff2, initialValue = ans2$theta[which(ans2$effects$shortName=="unspInt")])
    myeff2 <- setEffect(myeff2, higher, name = "kudonet", interaction1 = "time_run", initialValue = ans2$theta[which(ans2$effects$shortName=="higher")])
    myeff2 <- setEffect(myeff2, egoX, name = "kudonet", interaction1 = "gender", initialValue = ans2$theta[which(ans2$effects$shortName=="egoX" & ans2$effects$interaction1=="gender")])
    myeff2 <- setEffect(myeff2, altX, name = "kudonet", interaction1 = "gender", initialValue = ans2$theta[which(ans2$effects$shortName=="altX" & ans2$effects$interaction1=="gender")])
    myeff2 <- setEffect(myeff2, sameX, name = "kudonet", interaction1 = "gender", initialValue = ans2$theta[which(ans2$effects$shortName=="sameX"& ans2$effects$interaction1=="gender")])
    myeff2 <- setEffect(myeff2, effFrom, name = "time_run", interaction1 = "time_other", initialValue = ans2$theta[which(ans2$effects$shortName=="effFrom" & ans2$effects$interaction1=="time_other")])
    myeff2 <- setEffect(myeff2, effFrom, name = "time_run", interaction1 = "gender", initialValue = ans2$theta[which(ans2$effects$shortName=="effFrom" & ans2$effects$interaction1=="gender")])
    myeff2 <- setEffect(myeff2, indeg, name = "time_run", interaction1 = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="indeg")])
    myeff2 <- setEffect(myeff2, avAttHigher, name = "time_run", interaction1 = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="avAttHigher")])
    myeff2 <- setEffect(myeff2, avAttLower, name = "time_run", interaction1 = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="avAttLower")])
  }
  
  # fix effects at this value
  myeff$fix[myeff$include==T] <- TRUE 
  myeff2$fix[myeff2$include==T] <- TRUE 
  
  # I also specify models with no social influences, 
  myeff_noinf <- setEffect(myeff, avAttHigher, name = "freq_run", interaction1 = "kudonet", initialValue = 0, fix = TRUE)
  myeff_noinf <- setEffect(myeff_noinf, avAttLower, name = "freq_run", interaction1 = "kudonet", initialValue = 0, fix = TRUE)
  myeff_noinf <- setEffect(myeff_noinf, indeg, name = "freq_run", interaction1 = "kudonet", initialValue = 0, fix = TRUE)
  
  myeff2_noinf <- setEffect(myeff2, avAttHigher, name = "time_run", interaction1 = "kudonet", initialValue = 0, fix = TRUE)
  myeff2_noinf <- setEffect(myeff2_noinf, avAttLower, name = "time_run", interaction1 = "kudonet", initialValue = 0, fix = TRUE)
  myeff2_noinf <- setEffect(myeff2_noinf, indeg, name = "time_run", interaction1 = "kudonet", initialValue = 0, fix = TRUE)
  
  # only indegree
  myeff_indeg <- setEffect(myeff_noinf, indeg, name = "freq_run", interaction1 = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="indeg")], fix=TRUE)
  
  myeff2_indeg <- setEffect(myeff2_noinf, indeg, name = "time_run", interaction1 = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="indeg")], fix=TRUE)
  
  # only upward assimilation,
  myeff_nolow <- setEffect(myeff_noinf, avAttHigher, name = "freq_run", interaction1 = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="avAttHigher")], fix=TRUE)
  
  myeff2_nolow <- setEffect(myeff2_noinf, avAttHigher, name = "time_run", interaction1 = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="avAttHigher")], fix=TRUE)
  
  # and only downward assimilation
  myeff_nohigh <- setEffect(myeff_noinf, avAttLower, name = "freq_run", interaction1 = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="avAttLower")], fix=TRUE)
  
  myeff2_nohigh <- setEffect(myeff2_noinf, avAttLower, name = "time_run", interaction1 = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="avAttLower")], fix=TRUE)
  
  # set up the simulation settings
  nIter <- 100 # number of iterations
  sim_model <- sienaAlgorithmCreate(
    projname = 'simulation',
    cond = FALSE,
    useStdInits = FALSE, nsub = 0,
    n3 = nIter, 
    seed=242452, # seed for replication
    simOnly = TRUE)
  
  # I will extract the mean running frequency / volume values from the simulation runs
  # make vectors to store means
  meanSimO_freq <- meanSimO_vol <- rep(0, nIter)
  meanSim_noinf_freq <- meanSim_noinf_vol <- rep(0, nIter)
  meanSim_indeg_freq <- meanSim_indeg_vol <- rep(0, nIter)
  meanSim_nolow_freq <- meanSim_nolow_vol <- rep(0, nIter)
  meanSim_nohigh_freq <- meanSim_nohigh_vol <- rep(0, nIter)
  
  # simulation using estimated parameters
  sim_ans <- siena07(sim_model,          # simulation settings
                     data = mydata,      # data
                     effects = myeff,    # defined effects and set parameters
                     returnDeps = TRUE,  # return simulated networks and behaviors
                     returnChains = TRUE,# return sequences of micro-steps
                     batch = TRUE)
  sim_ans2 <- siena07(sim_model,         
                      data = mydata2,      
                      effects = myeff2,    
                      returnDeps = TRUE,  
                      returnChains = TRUE,
                      batch = TRUE)
  
  sim_ans_noinf <- siena07(sim_model,         
                           data = mydata,     
                           effects = myeff_noinf,   
                           returnDeps = TRUE, 
                           returnChains = TRUE,
                           batch = TRUE)
  sim_ans2_noinf <- siena07(sim_model,         
                            data = mydata2,     
                            effects = myeff2_noinf,   
                            returnDeps = TRUE, 
                            returnChains = TRUE,
                            batch = TRUE)
  
  sim_ans_indeg <- siena07(sim_model,         
                           data = mydata,     
                           effects = myeff_indeg,   
                           returnDeps = TRUE, 
                           returnChains = TRUE,
                           batch = TRUE)
  sim_ans2_indeg <- siena07(sim_model,         
                            data = mydata2,     
                            effects = myeff2_indeg,   
                            returnDeps = TRUE, 
                            returnChains = TRUE,
                            batch = TRUE)
  
  sim_ans_nolow <- siena07(sim_model,         
                           data = mydata,     
                           effects = myeff_nolow,   
                           returnDeps = TRUE, 
                           returnChains = TRUE,
                           batch = TRUE)
  sim_ans2_nolow <- siena07(sim_model,         
                            data = mydata2,     
                            effects = myeff2_nolow,   
                            returnDeps = TRUE, 
                            returnChains = TRUE,
                            batch = TRUE)
  
  sim_ans_nohigh <- siena07(sim_model,         
                            data = mydata,     
                            effects = myeff_nohigh,   
                            returnDeps = TRUE, 
                            returnChains = TRUE,
                            batch = TRUE)
  sim_ans2_nohigh <- siena07(sim_model,         
                             data = mydata2,     
                             effects = myeff2_nohigh,   
                             returnDeps = TRUE, 
                             returnChains = TRUE,
                             batch = TRUE)
  
  # extract mean behavior values from simulation runs
  for (i in 1:nIter) {
    meanSimO_freq[i] <- mean(sim_ans$sims[[i]][[1]]$freq_run[[1]])
    meanSimO_vol[i] <- mean(sim_ans2$sims[[i]][[1]]$time_run[[1]])
    meanSim_noinf_freq[i] <- mean(sim_ans_noinf$sims[[i]][[1]]$freq_run[[1]])
    meanSim_noinf_vol[i] <- mean(sim_ans2_noinf$sims[[i]][[1]]$time_run[[1]])
    meanSim_indeg_freq[i] <- mean(sim_ans_indeg$sims[[i]][[1]]$freq_run[[1]])
    meanSim_indeg_vol[i] <- mean(sim_ans2_indeg$sims[[i]][[1]]$time_run[[1]])
    meanSim_nolow_freq[i] <- mean(sim_ans_nolow$sims[[i]][[1]]$freq_run[[1]])
    meanSim_nolow_vol[i] <- mean(sim_ans2_nolow$sims[[i]][[1]]$time_run[[1]])
    meanSim_nohigh_freq[i] <- mean(sim_ans_nohigh$sims[[i]][[1]]$freq_run[[1]])
    meanSim_nohigh_vol[i] <- mean(sim_ans2_nohigh$sims[[i]][[1]]$time_run[[1]])
  }
  #str(sim_ans$sims[[1]]) # numbering is as follows: nIter, group number, DV, period number
  
  # also store observed mean at t2
  meanObs_freq <- mean(club$freq_run[,,2], na.rm = TRUE)
  meanObs_vol <- mean(club$time_run[,,2], na.rm = TRUE)
  
  #  make a layout for the plots
  #dev.off()
  #plot(rnorm(50), rnorm(50))
  l <- layout(matrix(c(1, 2), # sim_vol
                     nrow = 2,
                     ncol = 1,
                     byrow = TRUE))
  #layout.show(l)
  
  # make data for plotting
  plot_data_freq <- rbind(
    data.frame(cond="Observed", mean = meanSimO_freq),
    data.frame(cond="No_inf", mean = meanSim_noinf_freq),
    data.frame(cond="Indeg", mean = meanSim_indeg_freq),
    data.frame(cond="No_avAttL", mean = meanSim_nolow_freq),
    data.frame(cond="No_avAttH", mean = meanSim_nohigh_freq)
  )
  plot_data_vol <- rbind(
    data.frame(cond="Observed", mean = meanSimO_vol),
    data.frame(cond="No_inf", mean = meanSim_noinf_vol),
    data.frame(cond="Indeg", mean = meanSim_indeg_vol),
    data.frame(cond="No_avAttL", mean = meanSim_nolow_vol),
    data.frame(cond="No_avAttH", mean = meanSim_nohigh_vol)
  )
  
  # reorder conditions
  plot_data_freq$cond <- factor(plot_data_freq$cond, levels=c("Observed", "No_inf", "Indeg", "No_avAttL", "No_avAttH"))
  plot_data_vol$cond <- factor(plot_data_vol$cond, levels=c("Observed", "No_inf", "Indeg", "No_avAttL", "No_avAttH"))
  color <- brewer.pal(5, "Set3") # get colors for boxplots
  {
    boxplot(mean ~ cond, data = plot_data_freq, main = paste("Simulation results across", nIter, "iterations"),
            xlab = "Simulation", ylab = "Average running frequency", col = color)
    #abline(h=meanObs_freq, col = "brown") # add the observed mean running at t2
  }
  {
    boxplot(mean ~ cond, data = plot_data_vol, main = paste("Simulation results across", nIter, "iterations"),
            xlab = "Simulation model", ylab = "Average running volume", col = color)
    #abline(h=meanObs_freq, col = "brown") # add the observed mean running at t2
  }
  
  # record the plot and put it in the list
  plotL[[c]] <- recordPlot()

}


Plots

club 1

club 2

club 3

club 4

club 5

---
title: "SAOM as ABM"
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(RSiena)
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')
```



---
  
Aim: to explore how consequential influence effects are for the running behavior (here, frequency) across clubs.

I reduced the data to only two time-points. Initial effect values are set based on the estimated model parameters of tables 2 and 3 of the manuscript.

I specify additional models: 1) with no peer influence effects whatsoever; 2) with only indegree effect on behavior; 3) with only upward assimilation (avAttHigher); 4) with only downward assimilation (avAttLower).


`r colorize("only 100 simulations were run, but this can be adjusted in the script!", "red")`

----

<br>

# Getting started

## clean up

```{r, attr.output='style="max-height: 200px;"'}

rm (list = ls( ))
#gc()
```

<br>

## general custom functions

- `fpackage.check`: Check if packages are installed (and install if not) in R ([source](https://vbaliga.github.io/verify-that-r-packages-are-installed-and-loaded/))
- `fload.R`: function to load R-objects under new names.

```{r, results='hide', eval=FALSE}

fpackage.check <- function(packages) {
    lapply(packages, FUN = function(x) {
        if (!require(x, character.only = TRUE)) {
            install.packages(x, dependencies = TRUE)
            library(x, character.only = TRUE)
        }
    })
}

fload.R  <- function(fileName){
  load(fileName)
  get(ls()[ls() != "fileName"])
}

```


## necessary packages

- `RSiena`: SIENA as ABM
- `sna`
- `lattice`: for plotting
- `RColorBrewer`: color palettes


```{r packages, eval=FALSE}

packages = c("RSiena", "sna", "lattice", "RColorBrewer")

fpackage.check(packages)
```

<br>

## load club data


Load the club list, to set up our starting networks
```{r eval=F}
load("clubdata.RData")
```


<br>

The following scripts makes for all clubs boxplots illustrating how average running behavior values differ across different simulation models.

**Models**:

- model 5
- no_inf
- only indegree
- only avAttLower
- only avAttHigher


#  simulation models
```{r, eval=F}
plotL <- list() # list to store plots in

for (c in 1:length(clubdata)) {

  # pick club

  club <- clubdata[[c]]
  
  # we reduce the data to only two time points
  kudonet <- sienaDependent(club$kudo[,,1:2], allowOnly = FALSE)
  freq_run <- sienaDependent(club$freq_run[,,1:2], type = "behavior", allowOnly = FALSE) 
  time_run <- sienaDependent(club$time_run[,,1:2], type = "behavior", allowOnly = FALSE) 
  
  # covariates
  # changing covariates not possible with only 2 waves, so we make other activity a constant
  freq_other <- coCovar(club$freq_other[, ,1])
  time_other <- coCovar(club$time_other[, ,1])
  gender <- coCovar(ifelse(club$male == 1, 1, 2))
  
  # create a RSiena data object for both models: frequency and volume
  mydata <- sienaDataCreate(kudonet, freq_run, freq_other, gender)
  mydata2<- sienaDataCreate(kudonet, time_run, time_other, gender)
  
  # load in the sienaFit object list, containing estimated parameters
  # for the frequency and volume model
  load(paste0("test/sienaFit/sienaFit_club", c, ".RData")) # freq.
  ans <- sienaFit[[5]] # get object for main model (m5)
  load(paste0("test/sienaFit/duration/sienaFit_club", c, ".RData")) # vol.
  ans2 <- sienaFit[[5]]
  
  # make effects object
  myeff <- getEffects(mydata)
  myeff2 <- getEffects(mydata2)
  # set initial values of basic effects for simulations based on estimated model
  myeff$initialValue[myeff$include==T] <- ans$theta[c(1,12,13,28,39,40)]
  myeff2$initialValue[myeff2$include==T] <- ans2$theta[c(1,12,13,28,39,40)]
  
  # include extra effects and set initial value
  # frequency model
  {
    myeff <- setEffect(myeff, gwespFF, name = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="gwespFF")])
    myeff <- setEffect(myeff, outActSqrt, name = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="outActSqrt")])
    myeff <- setEffect(myeff, inPopSqrt, name = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="inPopSqrt")])
    myeff <- setEffect(myeff, outPopSqrt, name = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="outPopSqrt")])
    myeff <- setEffect(myeff, reciAct, name = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="reciAct")])
    myeff <- setEffect(myeff, outIso, name = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="outIso")])
    myeff <- includeInteraction(myeff, recip, gwespFF, parameter = 69, name = "kudonet")
    (eff1 <- myeff[myeff$include, ]$effect1[10])
    (eff2 <- myeff[myeff$include, ]$effect2[10])
    myeff <- setEffect(myeff, unspInt, effect1 = eff1, effect2 = eff2, initialValue = ans$theta[which(ans$effects$shortName=="unspInt")])
    myeff <- setEffect(myeff, higher, name = "kudonet", interaction1 = "freq_run", initialValue = ans$theta[which(ans$effects$shortName=="higher")])
    myeff <- setEffect(myeff, egoX, name = "kudonet", interaction1 = "gender", initialValue = ans$theta[which(ans$effects$shortName=="egoX" & ans$effects$interaction1=="gender")])
    myeff <- setEffect(myeff, altX, name = "kudonet", interaction1 = "gender", initialValue = ans$theta[which(ans$effects$shortName=="altX" & ans$effects$interaction1=="gender")])
    myeff <- setEffect(myeff, sameX, name = "kudonet", interaction1 = "gender", initialValue = ans$theta[which(ans$effects$shortName=="sameX"& ans$effects$interaction1=="gender")])
    myeff <- setEffect(myeff, effFrom, name = "freq_run", interaction1 = "freq_other", initialValue = ans$theta[which(ans$effects$shortName=="effFrom" & ans$effects$interaction1=="freq_other")])
    myeff <- setEffect(myeff, effFrom, name = "freq_run", interaction1 = "gender", initialValue = ans$theta[which(ans$effects$shortName=="effFrom" & ans$effects$interaction1=="gender")])
    myeff <- setEffect(myeff, indeg, name = "freq_run", interaction1 = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="indeg")])
    myeff <- setEffect(myeff, avAttHigher, name = "freq_run", interaction1 = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="avAttHigher")])
    myeff <- setEffect(myeff, avAttLower, name = "freq_run", interaction1 = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="avAttLower")])
  }
  
  # volume model
  {
    myeff2 <- setEffect(myeff2, gwespFF, name = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="gwespFF")])
    myeff2 <- setEffect(myeff2, outActSqrt, name = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="outActSqrt")])
    myeff2 <- setEffect(myeff2, inPopSqrt, name = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="inPopSqrt")])
    myeff2 <- setEffect(myeff2, outPopSqrt, name = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="outPopSqrt")])
    myeff2 <- setEffect(myeff2, reciAct, name = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="reciAct")])
    myeff2 <- setEffect(myeff2, outIso, name = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="outIso")])
    myeff2 <- includeInteraction(myeff2, recip, gwespFF, parameter = 69, name = "kudonet")
    (eff1 <- myeff2[myeff2$include, ]$effect1[10])
    (eff2 <- myeff2[myeff2$include, ]$effect2[10])
    myeff2 <- setEffect(myeff2, unspInt, effect1 = eff1, effect2 = eff2, initialValue = ans2$theta[which(ans2$effects$shortName=="unspInt")])
    myeff2 <- setEffect(myeff2, higher, name = "kudonet", interaction1 = "time_run", initialValue = ans2$theta[which(ans2$effects$shortName=="higher")])
    myeff2 <- setEffect(myeff2, egoX, name = "kudonet", interaction1 = "gender", initialValue = ans2$theta[which(ans2$effects$shortName=="egoX" & ans2$effects$interaction1=="gender")])
    myeff2 <- setEffect(myeff2, altX, name = "kudonet", interaction1 = "gender", initialValue = ans2$theta[which(ans2$effects$shortName=="altX" & ans2$effects$interaction1=="gender")])
    myeff2 <- setEffect(myeff2, sameX, name = "kudonet", interaction1 = "gender", initialValue = ans2$theta[which(ans2$effects$shortName=="sameX"& ans2$effects$interaction1=="gender")])
    myeff2 <- setEffect(myeff2, effFrom, name = "time_run", interaction1 = "time_other", initialValue = ans2$theta[which(ans2$effects$shortName=="effFrom" & ans2$effects$interaction1=="time_other")])
    myeff2 <- setEffect(myeff2, effFrom, name = "time_run", interaction1 = "gender", initialValue = ans2$theta[which(ans2$effects$shortName=="effFrom" & ans2$effects$interaction1=="gender")])
    myeff2 <- setEffect(myeff2, indeg, name = "time_run", interaction1 = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="indeg")])
    myeff2 <- setEffect(myeff2, avAttHigher, name = "time_run", interaction1 = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="avAttHigher")])
    myeff2 <- setEffect(myeff2, avAttLower, name = "time_run", interaction1 = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="avAttLower")])
  }
  
  # fix effects at this value
  myeff$fix[myeff$include==T] <- TRUE 
  myeff2$fix[myeff2$include==T] <- TRUE 
  
  # I also specify models with no social influences, 
  myeff_noinf <- setEffect(myeff, avAttHigher, name = "freq_run", interaction1 = "kudonet", initialValue = 0, fix = TRUE)
  myeff_noinf <- setEffect(myeff_noinf, avAttLower, name = "freq_run", interaction1 = "kudonet", initialValue = 0, fix = TRUE)
  myeff_noinf <- setEffect(myeff_noinf, indeg, name = "freq_run", interaction1 = "kudonet", initialValue = 0, fix = TRUE)
  
  myeff2_noinf <- setEffect(myeff2, avAttHigher, name = "time_run", interaction1 = "kudonet", initialValue = 0, fix = TRUE)
  myeff2_noinf <- setEffect(myeff2_noinf, avAttLower, name = "time_run", interaction1 = "kudonet", initialValue = 0, fix = TRUE)
  myeff2_noinf <- setEffect(myeff2_noinf, indeg, name = "time_run", interaction1 = "kudonet", initialValue = 0, fix = TRUE)
  
  # only indegree
  myeff_indeg <- setEffect(myeff_noinf, indeg, name = "freq_run", interaction1 = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="indeg")], fix=TRUE)
  
  myeff2_indeg <- setEffect(myeff2_noinf, indeg, name = "time_run", interaction1 = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="indeg")], fix=TRUE)
  
  # only upward assimilation,
  myeff_nolow <- setEffect(myeff_noinf, avAttHigher, name = "freq_run", interaction1 = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="avAttHigher")], fix=TRUE)
  
  myeff2_nolow <- setEffect(myeff2_noinf, avAttHigher, name = "time_run", interaction1 = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="avAttHigher")], fix=TRUE)
  
  # and only downward assimilation
  myeff_nohigh <- setEffect(myeff_noinf, avAttLower, name = "freq_run", interaction1 = "kudonet", initialValue = ans$theta[which(ans$effects$shortName=="avAttLower")], fix=TRUE)
  
  myeff2_nohigh <- setEffect(myeff2_noinf, avAttLower, name = "time_run", interaction1 = "kudonet", initialValue = ans2$theta[which(ans2$effects$shortName=="avAttLower")], fix=TRUE)
  
  # set up the simulation settings
  nIter <- 100 # number of iterations
  sim_model <- sienaAlgorithmCreate(
    projname = 'simulation',
    cond = FALSE,
    useStdInits = FALSE, nsub = 0,
    n3 = nIter, 
    seed=242452, # seed for replication
    simOnly = TRUE)
  
  # I will extract the mean running frequency / volume values from the simulation runs
  # make vectors to store means
  meanSimO_freq <- meanSimO_vol <- rep(0, nIter)
  meanSim_noinf_freq <- meanSim_noinf_vol <- rep(0, nIter)
  meanSim_indeg_freq <- meanSim_indeg_vol <- rep(0, nIter)
  meanSim_nolow_freq <- meanSim_nolow_vol <- rep(0, nIter)
  meanSim_nohigh_freq <- meanSim_nohigh_vol <- rep(0, nIter)
  
  # simulation using estimated parameters
  sim_ans <- siena07(sim_model,          # simulation settings
                     data = mydata,      # data
                     effects = myeff,    # defined effects and set parameters
                     returnDeps = TRUE,  # return simulated networks and behaviors
                     returnChains = TRUE,# return sequences of micro-steps
                     batch = TRUE)
  sim_ans2 <- siena07(sim_model,         
                      data = mydata2,      
                      effects = myeff2,    
                      returnDeps = TRUE,  
                      returnChains = TRUE,
                      batch = TRUE)
  
  sim_ans_noinf <- siena07(sim_model,         
                           data = mydata,     
                           effects = myeff_noinf,   
                           returnDeps = TRUE, 
                           returnChains = TRUE,
                           batch = TRUE)
  sim_ans2_noinf <- siena07(sim_model,         
                            data = mydata2,     
                            effects = myeff2_noinf,   
                            returnDeps = TRUE, 
                            returnChains = TRUE,
                            batch = TRUE)
  
  sim_ans_indeg <- siena07(sim_model,         
                           data = mydata,     
                           effects = myeff_indeg,   
                           returnDeps = TRUE, 
                           returnChains = TRUE,
                           batch = TRUE)
  sim_ans2_indeg <- siena07(sim_model,         
                            data = mydata2,     
                            effects = myeff2_indeg,   
                            returnDeps = TRUE, 
                            returnChains = TRUE,
                            batch = TRUE)
  
  sim_ans_nolow <- siena07(sim_model,         
                           data = mydata,     
                           effects = myeff_nolow,   
                           returnDeps = TRUE, 
                           returnChains = TRUE,
                           batch = TRUE)
  sim_ans2_nolow <- siena07(sim_model,         
                            data = mydata2,     
                            effects = myeff2_nolow,   
                            returnDeps = TRUE, 
                            returnChains = TRUE,
                            batch = TRUE)
  
  sim_ans_nohigh <- siena07(sim_model,         
                            data = mydata,     
                            effects = myeff_nohigh,   
                            returnDeps = TRUE, 
                            returnChains = TRUE,
                            batch = TRUE)
  sim_ans2_nohigh <- siena07(sim_model,         
                             data = mydata2,     
                             effects = myeff2_nohigh,   
                             returnDeps = TRUE, 
                             returnChains = TRUE,
                             batch = TRUE)
  
  # extract mean behavior values from simulation runs
  for (i in 1:nIter) {
    meanSimO_freq[i] <- mean(sim_ans$sims[[i]][[1]]$freq_run[[1]])
    meanSimO_vol[i] <- mean(sim_ans2$sims[[i]][[1]]$time_run[[1]])
    meanSim_noinf_freq[i] <- mean(sim_ans_noinf$sims[[i]][[1]]$freq_run[[1]])
    meanSim_noinf_vol[i] <- mean(sim_ans2_noinf$sims[[i]][[1]]$time_run[[1]])
    meanSim_indeg_freq[i] <- mean(sim_ans_indeg$sims[[i]][[1]]$freq_run[[1]])
    meanSim_indeg_vol[i] <- mean(sim_ans2_indeg$sims[[i]][[1]]$time_run[[1]])
    meanSim_nolow_freq[i] <- mean(sim_ans_nolow$sims[[i]][[1]]$freq_run[[1]])
    meanSim_nolow_vol[i] <- mean(sim_ans2_nolow$sims[[i]][[1]]$time_run[[1]])
    meanSim_nohigh_freq[i] <- mean(sim_ans_nohigh$sims[[i]][[1]]$freq_run[[1]])
    meanSim_nohigh_vol[i] <- mean(sim_ans2_nohigh$sims[[i]][[1]]$time_run[[1]])
  }
  #str(sim_ans$sims[[1]]) # numbering is as follows: nIter, group number, DV, period number
  
  # also store observed mean at t2
  meanObs_freq <- mean(club$freq_run[,,2], na.rm = TRUE)
  meanObs_vol <- mean(club$time_run[,,2], na.rm = TRUE)
  
  #  make a layout for the plots
  #dev.off()
  #plot(rnorm(50), rnorm(50))
  l <- layout(matrix(c(1, 2), # sim_vol
                     nrow = 2,
                     ncol = 1,
                     byrow = TRUE))
  #layout.show(l)
  
  # make data for plotting
  plot_data_freq <- rbind(
    data.frame(cond="Observed", mean = meanSimO_freq),
    data.frame(cond="No_inf", mean = meanSim_noinf_freq),
    data.frame(cond="Indeg", mean = meanSim_indeg_freq),
    data.frame(cond="No_avAttL", mean = meanSim_nolow_freq),
    data.frame(cond="No_avAttH", mean = meanSim_nohigh_freq)
  )
  plot_data_vol <- rbind(
    data.frame(cond="Observed", mean = meanSimO_vol),
    data.frame(cond="No_inf", mean = meanSim_noinf_vol),
    data.frame(cond="Indeg", mean = meanSim_indeg_vol),
    data.frame(cond="No_avAttL", mean = meanSim_nolow_vol),
    data.frame(cond="No_avAttH", mean = meanSim_nohigh_vol)
  )
  
  # reorder conditions
  plot_data_freq$cond <- factor(plot_data_freq$cond, levels=c("Observed", "No_inf", "Indeg", "No_avAttL", "No_avAttH"))
  plot_data_vol$cond <- factor(plot_data_vol$cond, levels=c("Observed", "No_inf", "Indeg", "No_avAttL", "No_avAttH"))
  color <- brewer.pal(5, "Set3") # get colors for boxplots
  {
    boxplot(mean ~ cond, data = plot_data_freq, main = paste("Simulation results across", nIter, "iterations"),
            xlab = "Simulation", ylab = "Average running frequency", col = color)
    #abline(h=meanObs_freq, col = "brown") # add the observed mean running at t2
  }
  {
    boxplot(mean ~ cond, data = plot_data_vol, main = paste("Simulation results across", nIter, "iterations"),
            xlab = "Simulation model", ylab = "Average running volume", col = color)
    #abline(h=meanObs_freq, col = "brown") # add the observed mean running at t2
  }
  
  # record the plot and put it in the list
  plotL[[c]] <- recordPlot()

}

```  


<!--  ###
  
  # I examine the running frequency changes in greater detail
  n_actors <- club$netsize
  
  Zs5 <- array(NA, dim=c(n_actors,1))
  Zb5 <- array (0, dim=c(nIter,1))
  for (i in 1: nIter) {
    for (j in 1:n_actors) {
      # simulated behavior of actor j in iteration i
      Zs5[j,1] <- sim_ans$sims[[i]][[1]]$freq_run[[1]][[j]] 
    }
    # mean simulated behavior over actors in iteration i
    Zb5[i] <-colSums(Zs5, na.rm=T)/n_actors
  }
  
  #colMeans(cbind(club$freq_run[,,1:2])) # observed means at t1 and t2
  #colMeans(Zb5)  # average mean simulated behavior value
  #mean( sim_ans$sims[[nIter]][[1]]$freq_run[[1]] )# mean of last simulation run
  
  
  # I plot the mean simulated running frequency over time 
  # extract mean running for all chains, with network change opportunities included
  simChanges <- rep(0, nIter)
  for (i in 1: nIter) {simChanges[i] <- length(sim_ans$chain[[i]][[1]][[1]]) }
  maxChanges <- max(simChanges)
  
  seqs <- matrix(Zb5, nr= nIter, nc=maxChanges+1)  # fill matrix with final mean
  seqs[,1] <- mean(club$freq_run[,,1])   # set t1 mean to observed level
  for (i in 1: nIter) {
    datChain <- t(matrix(unlist(sim_ans$chain[[i]][[1]][[1]]), nc=length(sim_ans$chain[[i]][[1]][[1]]))) 
    for (j in 1: simChanges[i]) {
      if (datChain[j,2]=="0") { 
        seqs[i,j+1] <- seqs[i,j]
      }
      if (datChain[j,2]=="1") { 
        seqs[i,j+1] <- seqs[i,j] + (as.numeric(datChain[j,6])/n_actors)
      }
    }
  }
  # plot multiple iterations using loess curves
  micros <- 1:dim(seqs)[2]
  lo1 <- loess(seqs[1,] ~ micros)
  l1 <- predict(lo1, micros)
  
  # set ylim; so it is consistent across plots
  ymin <- plyr::round_any(min(seqs, na.rm=TRUE), .5, f=floor)
  ymax <- plyr::round_any(max(seqs, na.rm=TRUE), .5, f=ceiling)
  
  plot(x=1:dim(seqs)[2], y=seqs[1,], ylim=c(ymin,ymax),type="l", 
       ylab='Average running frequency', xlab='Micro-step', col='white',
       main='Mean running over time:
     full model')	
  for (i in 1:25) {
    lines(x=micros, y=predict(loess(seqs[i,] ~ micros), micros), col=colors()[i*10])
  }
  
  # do the same for the model with no peer influence whatsoever. 
  for (i in 1: nIter) {
    for (j in 1:n_actors) {
      # simulated behavior of actor j in iteration i
      Zs5[j,1] <- sim_ans_noinf$sims[[i]][[1]]$freq_run[[1]][[j]] 
    }
    # mean simulated behavior over actors in iteration i
    Zb5[i] <-colSums(Zs5, na.rm=T)/n_actors
  }
  for (i in 1: nIter) {
    datChain <- t(matrix(unlist(sim_ans_noinf$chain[[i]][[1]][[1]]), nc=length(sim_ans_noinf$chain[[i]][[1]][[1]]))) 
    for (j in 1: simChanges[i]) {
      if (datChain[j,2]=="0") { 
        seqs[i,j+1] <- seqs[i,j]
      }
      if (datChain[j,2]=="1") { 
        seqs[i,j+1] <- seqs[i,j] + (as.numeric(datChain[j,6])/n_actors)
      }
    }
  }
  micros <- 1:dim(seqs)[2]
  lo1 <- loess(seqs[1,] ~ micros)
  l1 <- predict(lo1, micros)
  
  plot(x=1:dim(seqs)[2], y=seqs[1,], ylim=c(ymin,ymax),type="l", 
       ylab='Average running frequency', xlab='Micro-step', col='white',
       main='Mean running over time:
     no influence')	
  for (i in 1:25) {
    lines(x=micros, y=predict(loess(seqs[i,] ~ micros), micros), col=colors()[i*10])
  }
  
  # no downward assimilation. 
  for (i in 1: nIter) {
    for (j in 1:n_actors) {
      # simulated behavior of actor j in iteration i
      Zs5[j,1] <- sim_ans_nolow$sims[[i]][[1]]$freq_run[[1]][[j]] 
    }
    # mean simulated behavior over actors in iteration i
    Zb5[i] <-colSums(Zs5, na.rm=T)/n_actors
  }
  
  for (i in 1: nIter) {
    datChain <- t(matrix(unlist(sim_ans_nolow$chain[[i]][[1]][[1]]), nc=length(sim_ans_nolow$chain[[i]][[1]][[1]]))) 
    for (j in 1: simChanges[i]) {
      if (datChain[j,2]=="0") { 
        seqs[i,j+1] <- seqs[i,j]
      }
      if (datChain[j,2]=="1") { 
        seqs[i,j+1] <- seqs[i,j] + (as.numeric(datChain[j,6])/n_actors)
      }
    }
  }
  micros <- 1:dim(seqs)[2]
  lo1 <- loess(seqs[1,] ~ micros)
  l1 <- predict(lo1, micros)
  
  plot(x=1:dim(seqs)[2], y=seqs[1,], ylim=c(ymin,ymax),type="l", 
       ylab='Average running frequency', xlab='Micro-step', col='white',
       main='Mean running over time:
     no avAttLower')	
  for (i in 1:25) {
    lines(x=micros, y=predict(loess(seqs[i,] ~ micros), micros), col=colors()[i*10])
  }
  
  # no upward assimilation. 
  for (i in 1: nIter) {
    for (j in 1:n_actors) {
      # simulated behavior of actor j in iteration i
      Zs5[j,1] <- sim_ans_nohigh$sims[[i]][[1]]$freq_run[[1]][[j]] 
    }
    # mean simulated behavior over actors in iteration i
    Zb5[i] <-colSums(Zs5, na.rm=T)/n_actors
  }
  
  for (i in 1: nIter) {
    datChain <- t(matrix(unlist(sim_ans_nohigh$chain[[i]][[1]][[1]]), nc=length(sim_ans_nohigh$chain[[i]][[1]][[1]]))) 
    for (j in 1: simChanges[i]) {
      if (datChain[j,2]=="0") { 
        seqs[i,j+1] <- seqs[i,j]
      }
      if (datChain[j,2]=="1") { 
        seqs[i,j+1] <- seqs[i,j] + (as.numeric(datChain[j,6])/n_actors)
      }
    }
  }
  micros <- 1:dim(seqs)[2]
  lo1 <- loess(seqs[1,] ~ micros)
  l1 <- predict(lo1, micros)
  
  plot(x=1:dim(seqs)[2], y=seqs[1,], ylim=c(ymin,ymax),type="l", 
       ylab='Average running frequency', xlab='Micro-step', col='white',
       main='Mean running over time:
     no avAttHigher')	
  for (i in 1:25) {
    lines(x=micros, y=predict(loess(seqs[i,] ~ micros), micros), col=colors()[i*10])
  }
  
  #save the plot to the list
  plotL[[c]] <- recordPlot()

}


-->


<br>

# Plots {.tabset .tabset-fade}

## club 1

![](abm_plot_club1.png)

## club 2

![](abm_plot_club2.png)

## club 3

![](abm_plot_club3.png)

## club 4

![](abm_plot_club4.png)

## club 5

![](abm_plot_club5.png)

# {-}



Copyright © 2021 Rob Franken