摘要
Handshake protocols are asynchronous protocols that enforce several properties such as absence of transmission interference and insensitivity from delays of propagation on wires. We propose a concurrent process calculus for handshake protocols. This calculus uses two mechanisms of synchronization: rendez-vous communication 脿 la CCS, and shared resource usage. To enforce the handshake discipline, the calculus is endowed with a typing system. We provide an LTS semantics of the calculus and show that typed processes denote handshake protocols. We give the calculus another semantics in terms of a special kind of Petri nets called handshake Petri nets. We show that this semantics is complete and fully abstract with respect to weak bisimilarity.