<--- Back to Details
First PageDocument Content
Phonology / Statistical theory / Information theory / Philosophy of thermal and statistical physics / Bayesian statistics / Phonotactics / Principle of maximum entropy / Optimality theory / Stochastic context-free grammar / Probability and statistics / Science / Statistics
Date: 2007-09-14 18:01:00
Phonology
Statistical theory
Information theory
Philosophy of thermal and statistical physics
Bayesian statistics
Phonotactics
Principle of maximum entropy
Optimality theory
Stochastic context-free grammar
Probability and statistics
Science
Statistics

A Maximum Entropy Model of Phonotactics and

Add to Reading List

Source URL: www.linguistics.ucla.edu

Download Document from Source Website

File Size: 654,58 KB

Share Document on Facebook

Similar Documents

? Objective Bayesianism and the Maximum Entropy Principle ? Jürgen Landes and Jon Williamson Draft of September 3, 2013

DocID: 1uhJm - View Document

Military medicine / Statistical theory / Statistics / Walter Reed Biosystematics Unit / Walter Reed Army Institute of Research / Walter Reed / Principle of maximum entropy

Habitat suitability of the sand fly: Nyssomyia whitmani 60° W 55° W 50° W

DocID: 1rrRB - View Document

Statistical theory / Statistics / Walter Reed Biosystematics Unit / Walter Reed Army Institute of Research / Principle of maximum entropy

Habitat suitability of the mosquito: Culex tarsalis 115° W 110° W 105° W

DocID: 1rmXU - View Document

Military medicine / Statistical theory / Statistics / Walter Reed Biosystematics Unit / Walter Reed Army Institute of Research / Walter Reed / Principle of maximum entropy

Habitat suitability of the sand fly: Sciopemyia sordellii 60° W 55° W 50° W

DocID: 1rlKr - View Document

Statistics / Physics / Probability / Statistical theory / Thermodynamic entropy / Information theory / Philosophy of thermal and statistical physics / Randomness / Entropy / Principle of maximum entropy / KullbackLeibler divergence / Maximum entropy probability distribution

Entropy 2013, 15, ; doi:e15083209 OPEN ACCESS entropy ISSNwww.mdpi.com/journal/entropy

DocID: 1rhfy - View Document