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| $L^2$-Algebraic Decay Rate for Transient Birth-Death Processes |
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Citation： |
Lijuan CHENG,Yingzhe WANG.$L^2$-Algebraic Decay Rate for Transient Birth-Death Processes[J].Chinese Annals of Mathematics B,2012,33(4):583~594 |
| Page view： 1889
Net amount： 1694 |
Authors： |
Lijuan CHENG; Yingzhe WANG; |
Foundation： |
the National Natural Science Foundation of China (No. 10721091). |
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| Abstract： |
This paper is a continuation of the study of the algebraic speed for Markov processes. The authors concentrate on algebraic decay rate for the transient birth-death processes. According to the classification of the boundaries, a series of the sufficient conditions for algebraic decay is presented. To illustrate the power of the results, some examples are included. |
Keywords： |
Transient, Birth-death processes, Algebraic decay |
Classification： |
60F25, 60J60 |
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