Solutions of First Order Linear Partial Differential Equations Related to Urn Models and Central Limit Theorems

Michael Drmota; Mehri Javanian

Solutions of First Order Linear Partial Differential Equations Related to Urn Models and Central Limit Theorems

Combinatorics 2016-05-17 v1 Probability

Authors: Michael Drmota , Mehri Javanian

Abstract

We study first order linear partial differential equations that appear, for example, in the analysis of dimishing urn models with the help of the method of characteristics and formulate sufficient conditions for a central limit theorem.

Keywords

first order linear PDEs urn models central limit theorem method of characteristics dimishing urn models combinatorial probability

Cite

@article{arxiv.1605.04561,
  title  = {Solutions of First Order Linear Partial Differential Equations Related to Urn Models and Central Limit Theorems},
  author = {Michael Drmota and Mehri Javanian},
  journal= {arXiv preprint arXiv:1605.04561},
  year   = {2016}
}

Comments

Proceedings of the 27th International Conference on Probabilistic, Combinatorial and Asymptotic Methods for the Analysis of Algorithms Krakow, Poland, 4-8 July 2016

Solutions of First Order Linear Partial Differential Equations Related to Urn Models and Central Limit Theorems

Abstract

Keywords

Cite

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