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A survey of ergodicity on the set-valued mappings
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作者 ZHANGYu-cheng LIAOGong-fu 《海南师范学院学报(自然科学版)》 2004年第4期305-311,共7页
In this paper, we give a survey on the PhD thesis of the first author. There theexistence and ergodicity on invariant measures of set-valued mappings are discused.
关键词 SET-VALUED mapping INVARIANT measure ERGODIC markov operator mark-ov transition function lower SEMICONTINUOUS continuous selection
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Matrix-Geometric Method Based Unified Delay Analysis for Wireless Relay Networks
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作者 Liu Juan Chen Wei +1 位作者 Zhang Yingjun(Angela) Cao Zhigang 《China Communications》 SCIE CSCD 2012年第9期61-67,共7页
A lot of work has been focused on desig-ning and analyzing various cooperative diversity pro-tocols for wireless relay networks. To provide a uni-fied queuing analytic framework, we fonmlate an em-bedded Markov chain,... A lot of work has been focused on desig-ning and analyzing various cooperative diversity pro-tocols for wireless relay networks. To provide a uni-fied queuing analytic framework, we fonmlate an em-bedded Markov chain, which rams out to be a Quasi-Birth-and-Death (QBD) process. Using the Matrix-Ce-ometric method, we can analyze the average delay in a unified way. Theoretical analysis is validated by simu-lation results. We show that the delay performances of Amplify-and-Forward or Decode-and-Forwaxd (AF/ DF) and incremental AF/DF schemes can be analyzed in the unified way. Thus, we can always choose the best cooperative diversity scheme in different scenari-os for delay minimization. 展开更多
关键词 wireless relaying tandem queue mark-ov chain Matrix-Geon'etric method
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