equSA-package |
Graphical model has been widely used in many scientific fileds to describe the conditional independent relationships for a large set of random variables. Through this package, we provide tools to learn structure for undirected graph (Markov Random Field) and moral graph for directed acyclic graph (Bayesian Network). |
alarm |
One example dataset for p-plearning algorithm. |
combineR |
Combine two networks. |
Cont2Gaus |
A transfomation from count data into Gaussian data |
ContSim |
A simulation method for generating count data from multivariate Zero-Inflated Negative Binomial distributions |
ContTran |
A data continuized transformation |
count |
An example of count dataset for constructing network |
DAGsim |
Simulate a directed acyclic graph with mixed data (gaussian and binary) |
diffR |
Detect difference between two networks. |
equSAR |
An equvalent mearsure of partial correlation coeffients |
GauSim |
Simulate centered Gaussian data from multiple types of structures. |
GGMM |
Learning high-dimensional Gaussian Graphical Models with Heterogeneous Data. |
GraphIRO |
Learning high-dimensional Gaussian Graphical Models with Missing Observations. |
JGGM |
Joint estimation of Multiple Gaussian Graphical Models |
JMGM |
Joint Mixed Graphical Models |
MNR |
Markov Neighborhood Regression for High-Dimensional Inference. |
Mulpval |
Multiple hypothesis tests for p values |
pcorselR |
Multiple hypothesis test |
plearn.moral |
Learning Moral graph based on p-learning algorithm. |
plearn.struct |
Infer network structure for mixed types of random variables. |
plotGraph |
Plot Single Network |
plotJGraph |
Plot Networks |
psical |
A calculation of psi scores. |
SimGraDat |
Simulate Incomplete Data for Gaussian Graphical Models |
SimHetDat |
Simulate Heterogeneous Data for Gaussian Graphical Models |
SimMNR |
Simulate Data for high-dimensional inference |
solcov |
Calculate covariance matrix and precision matrix |
SR0 |
One example dataset for psi-learning alogorithm |
TR0 |
One example dataset for psi-learning alogorithm |