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Poisson process / Gamma distribution / Markov chain / Dirichlet process / Ordinal number / Statistics / Markov processes / Stochastic processes


Stick-Breaking Beta Processes and the Poisson Process 1 John Paisley1 David M. Blei3 Michael I. Jordan1,2 Department of EECS, 2 Department of Statistics, UC Berkeley
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Document Date: 2012-03-06 00:35:16

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City

Haifa / Seattle / Vancouver / Springer / Clearwater Beach / San Juan / Fort Lauderdale / /

Company

Oxford University Press / M. I. & Willsky A. S. / BP / Lemma 2 / Google / Sethuraman / John Wiley & Sons / /

Country

Puerto Rico / Israel / /

IndustryTerm

power-law generalizations / inference algorithm / slower algorithm / image processing / process machinery / process computing / closed-form solution / dynamical systems / /

Organization

John Paisley1 David M. Blei3 Michael I. Jordan1 / 2 Department of EECS / National Science Foundation / American Statistical Association / Alfred P. Sloan / UC Berkeley / Department of Statistics / Princeton University / Oxford University / Computer Science Department / /

Person

Williamson / James O. Berger / Michael I. Jordan / I. Jordan Sample / R . John Paisley David / John Paisley / Van Gael / John Paisley David / David M. Blei Michael / David M. Blei / /

Position

model at step s / parameters PM / Fisher / /

Product

Poisson / /

ProgrammingLanguage

R / /

ProvinceOrState

Florida / New York / /

PublishedMedium

Machine Learning / Journal of the American Statistical Association / /

Technology

MCMC inference algorithm / artificial intelligence / Machine Learning / MCMC algorithm / MCMC sampling algorithm / image processing / slower algorithm / /

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