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Welcome

Rproject for ppsbm


CREATE PACKAGE:

  1. Run in the R console

    devtools::load_all()

    roxygen2::roxygenize()

    This will load data, create the 'man' folder with the Rmd help files and the NAMESPACE file.

  2. Then Clean and Rebuild


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Version

Install

install.packages('ppsbm')

Monthly Downloads

150

Version

0.2.2

License

GPL (>= 2)

Maintainer

Daphnc3<a9> Giorgi

Last Published

March 19th, 2018

Functions in ppsbm (0.2.2)

confidenceInterval

Confidence Interval
bootstrap_and_CI

Bootstrap and Confidence Interval
convertNodePair

Convert node pair \((i,j)\)
ARI

Adjusted Rand Index (ARI)
JEvalMstep

Evaluation of criterion J
convertGroupPair

Convert group pair \((q,l)\)
VEstep

VE step
generatePPConst

Poisson process with piecewise constant intensities
find_ql_diff

Convert index into group pair in tauDown_Q
classInd

Function for k-means
generateDynppsbm

Data under dynppsbm
generated_Q3

Generated graph with 50 individuals and 3 clusters
correctTau

Handling of values of \(\tau\)
sortIntensities

Sort intensities
Mstep_hist

M step for histograms
find_ql

Convert index into group pair
statistics

Compute statistics
generated_sol_kernel

Generated solution with kernel method
Mstep_kernel

M step for kernel
tauUpdate

Update \(\tau\)
generateDynppsbmConst

Data under dynppsbm with piecewise constant intensities
kernelIntensities

Direct kernel estimator intensities
taurhoInitial

Sparse setup - \(\rho\) parameter
generated_Q3_n20

Generated graph with 20 individuals and 3 clusters
generatePP

Poisson process
listNodePairs

List node pairs
tauKmeansSbm

k-means for SBM
mainVEMPar

VEM step for parallel version
generated_sol_hist

Generated solution with histogram method
mainVEM

Adaptative VEM algorithm
modelSelec_QPlot

Plots for model selection
tauUp_Q

Construct initial \(\tau\) from \(Q-1\)
modelSelection_Q

Selects the number of groups with ICL
permuteZEst

Optimal matching between 2 clusterings
tauDown_Q

Construct initial \(\tau\) from \(Q+1\)
tauInitial

List of initial values for \(\tau\)