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Kendall’s Conjecture on One-order Q-process

Author: LuHuiLing
Tutor: YanGuoJun
School: Zhengzhou University
Course: Applied Mathematics
Keywords: Resolvent Run measure Local time Boundary processes Doob process Bilateral birth-death process An order Q Process
CLC: O211.62
Type: Master's thesis
Year: 2008
Downloads: 9
Quote: 0
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Abstract


This article consists of the following two parts: The first part introduces Ray-knight compactification theory, and introduces several Ray-knight compactification example ; second part of the first brief introduction of Kendall conjecture , that is, from 0 ~ Q Process - the only decisive system , the problem is that the Markov chain research is an important issue , many domestic and foreign experts, such as Reuter, Hou Ting , who have made this issue a great contribution to this paper is the use of the resolvent measure can be run and conclusions expressed in the boundary process proved Doob process, all stable bilateral birth-death process and a Q -order process , from 0 to - the only decisive system , the probability meaning glance.

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CLC: > Mathematical sciences and chemical > Mathematics > Probability Theory and Mathematical Statistics > Theory of probability ( probability theory, probability theory ) > Random process > Markov process
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