| 摘要: |
| Chi-演算是将π-演算中两类受限名统一后得到的.多态Chi-演算扩充了Chi-演算的通信能力,使得一次通信可传递多个信息.元Chi-演算是在省略多态Chi-演算的前缀操作子之后得到的子语言.研究了元Chi-演算的互模拟等价关系,证明了在某种意义下,元Chi-进程之间只有一个互模拟等价关系. |
| 关键词: 进程代数 移动进程 互模拟 |
| DOI： |
| 分类号: |
| 基金项目:国家自然科学基金资助项目(69873032);国家863高科技发展计划资助项目(863-306 ZT06-02-2) |
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| Uniformity of Bisimulation Equivalences of Chi Processes |
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LIN Min,FU Yu-xi
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| Abstract: |
| The Chi calculus is obtained from the π calculus by unifying two classes of restricted names. The polyadic Chi calculus extends Chi calculus in that more than one pieces of information can be passed around in a communication. And the atomic Chi calculus is the subcalculus of the polyadic Chi calculus by removing the prefix combinatory. In this paper, the bisimulation equivalences for the atomic Chi calculus are investigated. The main result of this paper is that, in a certain sense, there is only one bisimulation equivalence on the atomic Chi processes. |
| Key words: process algebra mobile process bisimulation |
