Title: Implementation of the Polya-Aeppli distribution
Description: Functions for evaluating the mass density, cumulative distribution function, quantile function and random variate generation for the Polya-Aeppli distribution, also known as the geometric compound Poisson distribution.

Title: Implementation of the Polya-Aeppli Distribution
Description: Functions for evaluating the mass density, cumulative distribution function, quantile function and random variate generation for the Polya-Aeppli distribution, also known as the geometric compound Poisson distribution.  More information on the implementation can be found at Conrad J. Burden (2014) <arXiv:1406.2780>.
Packaged: 2022-04-21 02:23:59 UTC; conradburden

Title: Simulating from the Polya posterior
Author: Glen Meeden <glen@stat.umn.edu> and Radu Lazar
Description: Generate dependent samples from a non-full dimensional

Author:Glen Meeden <glen@stat.umn.edu> and  Radu Lazar <lazar@stat.umn.edu>
Description: Generate dependent samples from a non-full dimensional polytope
Packaged: Wed Mar 29 11:12:01 2006; glen

Title: Simulating from the Polya Posterior
<lazar@stat.umn.edu> and Charles J. Geyer <charlie@stat.umn.edu>
Description: Simulate via Markov chain Monte Carlo (hit-and-run algorithm)
a Dirichlet distribution conditioned to satisfy a finite set of linear
equality and inequality constraints (hence to lie in a convex polytope

Title: Sensitivity Indexes Calculated from Polynomial Chaos Expansions
Author: A. Bouvier [aut], J.-P. Gauchi [cre], A. Bensadoun [aut]
Description: Computation of sensitivity indexes by using a method based on a truncated Polynomial Chaos Expansions of the response.
The necessary condition of the method is: the inputs must be uniformly and independently sampled. Since the inputs are uniformly distributed, the truncated Polynomial Chaos Expansion is built from the multivariate Legendre orthogonal polynomials.

Author: Original code by Angus Johnson, ported to R by Adrian Baddeley
Description: R port of the Clipper library. Performs polygon clipping operations (intersection, union etc) using Vatti's clipping algorithm.