data<-read.csv("data_assignment5.csv")
\[\hat{y}\sim\log(\beta_{0j}+\beta_{2} Treatement_{1i}+\beta_2 PriorAccuracy_{2j}+e_ij)\] \[\beta_0 = \gamma_{00} + \gamma_{02} ProblemDifficulty_{j} + \mu_{0i} \] Iām not sure that the Problem Difficulty is in the right place.
# m1 <- glmer(
# next_problem_correctness_complete ~
# treatment +
# prior_accuracy +
# problem_avg_accuracy +
# (1|problem_id) ,
# data = data,
# family = binomial)
# summary(m1)
Note that problem_avg_accuracy is a measure of problem difficulty.
data {
}
parameters {
}
transformed parameters {
}
model {
}
\[\hat{y}\sim\log(\beta_{0j}+\beta_{2} Treatement_{1i}+\beta_2 PriorAccuracy_{2j}+e_ij)\] \[\beta_0 = \gamma_{00} + \gamma_{02} ProblemDifficulty_{j} + \mu_{0i} \] \[\beta_1 = \gamma_{10} + \mu_{1i} \]
# m1 <- glmer(
# next_problem_correctness_complete ~
# treatment +
# prior_accuracy +
# problem_avg_accuracy +
# (1+treatment|problem_id) ,
# data = data,
# family = binomial)
# summary(m1)
Note that problem_avg_accuracy is a measure of problem difficulty.
data {
}
parameters {
}
transformed parameters {
}
model {
}
\[\hat{y}\sim\log(\beta_{0j}+\beta_{2} Treatement_{1i}+\beta_2 PriorAccuracy_{2j}+e_ij)\] \[\beta_0 = \gamma_{00} + \gamma_{02} ProblemDifficulty_{j} + \mu_{0i} \] \[\beta_1 = \gamma_{10} + \gamma_{12} ProblemDifficulty_{j} + \mu_{1i} \]
# m1 <- glmer(
# next_problem_correctness_complete ~
# treatment +
# prior_accuracy +
# problem_avg_accuracy +
# problem_avg_accuracy*treatment +
# (1+treatment|problem_id) ,
# data = data,
# family = binomial)
# summary(m1)
Note that problem_avg_accuracy is a measure of problem difficulty.
data {
}
parameters {
}
transformed parameters {
}
model {
}