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direct_test_conditioned_inhibition.Rmd
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direct_test_conditioned_inhibition.Rmd
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---
title: "Direct test for conditioned inhibition"
author: "Deniz Tuzsus"
date: "12 November 2019"
output: html_document
---
```{r}
knitr::opts_chunk$set(cache = TRUE)
```
```{r}
source("minerva-al.R")
source("supplementary_functions.R")
```
```{r}
# setup constant variables over all simulations
n_features <- 120
cue_features <- 1:100
a <- b <- c <- d <- context <- outcome <- rep(0, n_features)
# setup stimuli
a[1:20] <- b [21:40] <- c[41:60] <- d[61:80] <- 1
context[81:100] <- 1
outcome[101:120] <- 1
# number of replications
n_replications <- 100
# learning rates
p_encode <- c(0.33, 0.67, 1)
# specify models
model = "Minerva AL"
```
```{r}
##############################################
### Direct Test for conditioned Inhibition ###
##############################################
# No further information about how to intermix A -> X and AB trials,
# therefore I used the odd/even solution
# specify events
training_ax_event <- a + context + outcome
training_ab_event <- a + b + context
probe_a <- a + context
probe_b <- b + context
probe_ab <-a + b + context
# setup trial number
n_trials <- 100
# prepare results object as matrix[n_trials, n_replications]
sim_results_xa <- matrix(0, ncol = n_replications, nrow = length(p_encode))
sim_results_xb <- matrix(0, ncol = n_replications, nrow = length(p_encode))
# specify object for normalized echo for every trial as 3D array[p_encode, n_trials, n_replications]
# with cells containing normalized echo vector
normalized_echos <- array(list(rep(NA, n_features)), dim = c(length(p_encode), n_trials, n_replications))
```
```{r}
#--------------- execute simulations--------------#
for (m in 1:length(model)){
for (r in 1:n_replications) {
for(i in 1:length(p_encode)) {
# Memory is empty on first trial
normalized_echo <- probe_memory(probe_a, NULL, cue_features, model = model[m])
memory <- learn(
normalized_echo
, training_ax_event
, p_encode[i]
, NULL
, model = model[m]
)
normalized_echos[[i,1,r]] <- normalized_echo
# A -> X trials on every even number
for(j in 2:(n_trials)) {
if (j %% 2 == 0){
normalized_echo <- probe_memory(probe_a, memory, cue_features, model = model[m])
memory <- learn(
normalized_echo
, training_ax_event
, p_encode[i]
, memory
, model = model[m]
)
normalized_echos[[i,j,r]] <- normalized_echo
}
else {
# AB trials on every odd number
normalized_echo <- probe_memory(probe_ab, memory, cue_features, model = model[m])
memory <- learn(
normalized_echo
, training_ab_event
, p_encode[i]
, memory
, model = model[m]
)
normalized_echos[[i,j,r]] <- normalized_echo
}
}
# Test X|A and X|B after the Training trials
normalized_echo_a <- probe_memory(probe_a, memory, cue_features, model = model[m])
normalized_echo_b <- probe_memory(probe_b, memory, cue_features, model = model[m])
sim_results_xa[i,r] <- expect_event(outcome = outcome, normalized_echo = normalized_echo_a)
sim_results_xb[i,r] <- expect_event(outcome = outcome, normalized_echo = normalized_echo_b)
}
}
}
#-----calculate mean and standard error of results objects-----#
res_mat <- matrix(NA, nrow = 2, ncol = 3)
#compute means over replications
x <- rowMeans(sim_results_xa)
#compute standard errors over replications
y <- apply(sim_results_xa, 1, FUN = std_err)
for (i in 1:length(p_encode)){
res_mat[1,i] <- table_fun(x[i], y[i])
}
#compute means over replications
x <- rowMeans(sim_results_xb)
#compute standard errors over replications
y <- apply(sim_results_xb, 1, FUN = std_err)
for (i in 1:length(p_encode)){
res_mat[2,i] <- table_fun(x[i], y[i])
}
#Reproduction of Table 2
knitr::kable(cbind(Condition = c("X|A", "X|B"), res_mat), col.names = c("Condition", round(p_encode, 2)), caption = "Reproduction of Table 2")
```
```{r}
#Table 2 as reported by Jamieson et al. (2012)
data <- c("0.93 (0.2)","0.97 (.01)","0.99 (.01)","-0.16 (.01)","-0.21 (.02)","-0.32 (.04)")
res_mat2 <- matrix(data = data, nrow = 2, ncol = 3, byrow = TRUE)
knitr::kable(cbind(Condition = c("X|A", "X|B"), res_mat2), col.names = c("Condition", round(p_encode, 2)), caption = "Table 2 as reported by Jamieson et al. (2012)")
```
```{r}
#----- diagnostic plots ------#
# par(mfrow = c(2,2))
#
# # memory encoding of the outcome over the trials
# plot(
# 1:n_trials
# , memory[, 101]
# , type = "l"
# , col = scales::alpha("black", 0.3)
# , ylim = c(-2, 2)
# , xlab = "Trial"
# , ylab = "Feature encoding"
# , main = "Features of outcome X"
# , las = 1
# )
# for(i in 102:120) {
# lines(
# 1:n_trials
# , memory[, i]
# , col = scales::alpha("black", 0.3)
# )
# }
#
# # memory encoding of cue A over the trials
# plot(
# 1:n_trials
# , memory[, 1]
# , type = "l"
# , col = scales::alpha("black", 0.3)
# , ylim = c(-2, 2)
# , xlab = "Trial"
# , ylab = "Feature encoding"
# , main = "Features of Cue A"
# , las = 1
# )
# for(i in 2:20) {
# lines(
# 1:n_trials
# , memory[, i]
# , col = scales::alpha("black", 0.3)
# )
# }
#
# # memory encoding of cue B over the trials
# plot(
# 1:n_trials
# , memory[, 21]
# , type = "l"
# , col = scales::alpha("black", 0.3)
# , ylim = c(-2, 2)
# , xlab = "Trial"
# , ylab = "Feature encoding"
# , main = "Features of Cue B"
# , las = 1
# )
# for(i in 21:40) {
# lines(
# 1:n_trials
# , memory[, i]
# , col = scales::alpha("black", 0.3)
# )
# }
```
```{r}
# normalized echos over the trials
# libraries:
# library(ggplot2)
# library(gganimate)
#
#
# echos <- vector()
# for (i in 1:n_trials){
# echos <- c(echos,normalized_echos[[3,i,1]])
# }
#
# data <- data.frame(Stimuli = c(1:n_features), Echo = echos, frame = rep(1:n_trials, each = n_features))
#
#
# # Make an animated boxplot
# p <- ggplot(data, aes(x=Stimuli, y=Echo, fill=Stimuli)) +
# geom_bar(stat='identity') +
# theme_bw() +
# # gganimate specific bits:
# transition_states(
# states = frame,
# transition_length = 1,
# state_length = 1,
# wrap = TRUE
# )
#
# p <- p + ggtitle('Now showing Trial:{closest_state}')
# animate(p, nframes = 2*n_trials)
```