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 that is a subset of the unit simplex).

Author | Glen Meeden <glen@stat.umn.edu> and Radu Lazar <lazar@stat.umn.edu> and Charles J. Geyer <charlie@stat.umn.edu> |

Date of publication | 2015-07-08 10:17:05 |

Maintainer | Glen Meeden <glen@stat.umn.edu> |

License | GPL (>= 2) |

Version | 1.4-2 |

**constrppmn:** Estimating a population mean using the constrained Polya...

**constrppprob:** Dependent sampling from the uniform distribution on a...

**feasible:** Feasible solution for a probability distribution which must...

**hitrun:** Hit and Run Algorithm for Constrained Dirichlet Distribution

**polyap:** Polya sampling from an urn

**wtpolyap:** Polya sampling from an urn with possibly unequal weights

polyapost

polyapost/inst

polyapost/inst/doc

polyapost/inst/doc/pp1.pdf

polyapost/inst/doc/pp1.R

polyapost/inst/doc/pp1.Rnw

polyapost/tests

polyapost/tests/hitrun.R

polyapost/tests/hitrun.Rout.save

polyapost/src

polyapost/src/Makevars

polyapost/src/probvect.c

polyapost/src/hitrun.c

polyapost/src/means.c

polyapost/src/cwpolya.c

polyapost/src/init.c

polyapost/src/polyapost.h

polyapost/NAMESPACE

polyapost/R

polyapost/R/polyap.R
polyapost/R/constrppmn.R
polyapost/R/probvect1.R
polyapost/R/polyaest.R
polyapost/R/means.R
polyapost/R/hitrun.R
polyapost/R/constrmat.R
polyapost/R/constrppprob.R
polyapost/R/cwpolya.R
polyapost/R/checkconstr.R
polyapost/R/feasible.R
polyapost/R/feasible1.R
polyapost/R/wtpolyap.R
polyapost/R/nullspace.R
polyapost/R/probvect.R
polyapost/vignettes

polyapost/vignettes/ref.bib

polyapost/vignettes/pp1.Rnw

polyapost/MD5

polyapost/build

polyapost/build/vignette.rds

polyapost/DESCRIPTION

polyapost/man

polyapost/man/constrppprob.Rd
polyapost/man/feasible.Rd
polyapost/man/hitrun.Rd
polyapost/man/wtpolyap.Rd
polyapost/man/polyap.Rd
polyapost/man/constrppmn.Rd
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