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| using Distributions | |
| using Random | |
| using DataFrames | |
| struct MetaVariable | |
| name::String | |
| p_missing::Float64 | |
| dist::UnivariateDistribution | |
| end |
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| # exponential decay estimation with AR model | |
| N <- 30 | |
| y <- numeric(N) | |
| first_obs <- 2 # where do we start? | |
| asymptote <- .5 # where do we go? | |
| ar1_param <- .6 # how slow do we go there? (between -1 and 1) | |
| sigma <- 0 | |
| y[1] <- first_obs | |
| for (n in 2:N) { |
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| # Graphical LASSO copula model | |
| library(glasso) | |
| library(MASS) | |
| library(Matrix) | |
| set.seed(45) | |
| glasso_copula <- function(df, rho, penalize.diagonal = FALSE, ...) { | |
| N <- nrow(df) | |
| P <- ncol(df) | |
| if (missing(rho)) rho <- 2*sqrt(log(P)/N) # sls ch 9 p 252 |
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| # Setup | |
| set.seed(45) | |
| N <- 1000 | |
| ## alice | |
| Pa <- 20 | |
| Xa <- matrix(rnorm(N*Pa), N) | |
| ## bob | |
| Pb <- 15 |
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| set.seed(45) | |
| N <- 100 | |
| P <- 2 | |
| A <- matrix(rnorm(N*P), N) | |
| translation <- c(-0.9, .6) | |
| rotation <- function(theta) matrix(c(cos(theta), sin(theta), -sin(theta), cos(theta)), 2) | |
| R <- rotation(pi/5) | |
| B <- t(apply(A, 1, function(x) R %*% (x + translation))) | |
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| # load packages | |
| library(tidyverse) | |
| library(sf) | |
| # read data | |
| flow <- read_csv("https://data.mendeley.com/public-files/datasets/rtn8t47t6j/files/7f85a66d-a80d-4e3d-ada8-694a9c6e0a28/file_downloaded") | |
| gem <- st_read("WFS:https://geodata.nationaalgeoregister.nl/wijkenbuurten2018/wfs?&request=GetCapabilities&service=WFS", | |
| "wijkenbuurten2018:gemeenten2018") | |
| # clean gemeente dataset |
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| # lavPredict from tensorsem parameters | |
| library(lavaan) | |
| library(tensorsem) | |
| mod <- " | |
| # three-factor model | |
| visual =~ x1 + x2 + x3 | |
| textual =~ x4 + x5 + x6 | |
| speed =~ x7 + x8 + x9 | |
| " |
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| # gaussian mixture modeling with EM | |
| priorp <- 0.6 | |
| m1 <- 0 | |
| m2 <- 2 | |
| s1 <- 1 | |
| s2 <- 0.707 | |
| # generate some data with 2 classes | |
| N <- 1000 | |
| cl <- rbinom(N, 1, priorp) |
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| kmedoids <- function(X, K, max_iter = 100) { | |
| X <- as.matrix(X) | |
| N <- nrow(X) | |
| P <- ncol(X) | |
| C <- matrix(0, nrow = K, ncol = P) | |
| clus <- sample(K, N, replace = TRUE) | |
| converged <- FALSE | |
| iter <- 0 | |
| while (!converged && iter < max_iter) { | |
| old_clus <- clus |
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| # Bayesian test for partial intransitivity using monte-carlo posterior approximation | |
| # (c) Erik-Jan van Kesteren, 2021 | |
| # Based on an e-mail discussion with Tony Marley | |
| library(expm) | |
| library(tidyverse) | |
| # Beta prior (1, 1 means uniform) | |
| prior_a <- 1 | |
| prior_b <- 1 |