Symmetric Properties for an Extended Birth-Death Minimal Q-Process
Received:November 17, 2004  
Key Words: stable extended birth-death minimal Q-process   symmetric   uniqueness.  
Fund Project:the Support Program for 100 Young and Middle-aged Disciplinary Leaders in Guangxi Higher Education Institutions ([2005]64) and the Guangxi Science Foundation (0447096).
Author NameAffiliation
WU Qun-ying Dept. of Math. and Phys., Guilin University of Technology, Guangxi 541004, China 
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Abstract:
      A new structure with the special property that catastrophes is imposed to ordinary birth-death processes is considered. The symmetric properties for the Markov minimal Q-process are presented.
Citation:
DOI:10.3770/j.issn:1000-341X.2006.04.017
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