Title: Monte Carlo Exact Tests for Log-linear models
Description: Monte Carlo and MCMC goodness of fit tests for log-linear models

Packaged: Wed Jun 30 14:33:05 2004; bcaffo

Packaged: Wed Nov 16 09:08:07 2005; bcaffo

Packaged: Thu Oct  5 07:02:20 2006; bcaffo

Description: Monte Carlo and MCMC goodness of fit tests for log-linear

Description: computes exact p-values and quantiles using a
implementation of the Streitberg/Roehmel shift algorithm

Description: computes exact p-values and quantiles using an

Author: Torsten Hothorn <Torsten.Hothorn@rzmail.uni-erlangen.de> and

Title: Exact Distributions for Rank and Permutation Tests
Description: Computes exact conditional p-values and quantiles using an
implementation of the Streitberg/Roehmel shift algorithm.

implementation of the Shift-Algorithm by Streitberg & Roehmel.

Packaged: Wed Mar 16 11:43:45 2005; hothorn

Packaged: Thu Jun  2 08:43:10 2005; hothorn

Packaged: Thu Feb  2 09:44:30 2006; hothorn

Packaged: Wed Aug 23 14:16:02 2006; hothorn

Packaged: Thu Oct  5 08:59:38 2006; hothorn

Packaged: Tue Oct  9 15:19:00 2007; hothorn

Packaged: Fri Aug 29 10:38:40 2008; hothorn

Packaged: Wed Jan  7 13:49:18 2009; hothorn

Depends: R (>= 2.4.0), stats, utils, survival

Packaged: Tue Dec 16 18:49:44 2003; hothorn

Packaged: Tue Apr 20 08:16:24 2004; hothorn

Packaged: Mon Sep 27 08:08:14 2004; hothorn

Packaged: Thu Nov 18 13:28:57 2004; hothorn

Title: Exact P-values and Matching Confidence Intervals for simple
Description: Calculates exact tests and confidence intervals for one
and two-sample binomial and Poisson cases.

Description: Calculates exact tests and confidence intervals for
one-sample binomial and one- or two-sample Poisson cases.

Description: Calculates exact tests and confidence intervals for one-sample binomial and one- or two-sample Poisson cases.

Title: Exact P-Values and Matching Confidence Intervals for Simple

Description: Calculates exact tests and confidence intervals for one-sample binomial and one- or two-sample Poisson cases (see Fay (2010) <doi:10.32614/rj-2010-008>).