Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely:  review the development of the process algebra Timed CSP, from its inception nearly tnty years ago to very recent semantical and algorithmic developments. Rather than aim at exhaustiveness, this paper retraces some of the milestones in the development of Timed CSP, and records some of its interesting features. Reed and Roscoe's original model ( 25) was predicated on complete ultramet- ric spaces, and up to quite recently no significantly different other denotational semantics was known. Initially Timed CSP added a single primitive to the lan- guage CSP—WAIT t, for any time t—yet differed substantially at the denotational level from the cpo-based CSP. The resulting Timed Failures model nevertheless enjoyed natural projections to (untimed) CSP, later exploited by Schneider, Reed, and Roscoe in the form of timewise refinement (28,27,30). The idea is simple, yet quite porful: by syntactically transforming a Timed CSP process into a CSP one (essentially dropping all WAIT t terms), much information is preserved, and under appropriate conditions a number of properties can be formally established of the original Timed CSP process by studying its untimed counterpart.
['Joël Ouaknine', 'Steve Schneider']
I am writing a research paper on a idea Timed CSP: A Retrospective
[{"from": "human", "value": "I am writing a research paper on a idea Timed CSP: A Retrospective"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely:  review the development of the process algebra Timed CSP, from its inception nearly tnty years ago to very recent semantical and algorithmic developments. Rather than aim at exhaustiveness, this paper retraces some of the milestones in the development of Timed CSP, and records some of its interesting features. Reed and Roscoe's original model ( 25) was predicated on complete ultramet- ric spaces, and up to quite recently no significantly different other denotational semantics was known. Initially Timed CSP added a single primitive to the lan- guage CSP\u2014WAIT t, for any time t\u2014yet differed substantially at the denotational level from the cpo-based CSP. The resulting Timed Failures model nevertheless enjoyed natural projections to (untimed) CSP, later exploited by Schneider, Reed, and Roscoe in the form of timewise refinement (28,27,30). The idea is simple, yet quite porful: by syntactically transforming a Timed CSP process into a CSP one (essentially dropping all WAIT t terms), much information is preserved, and under appropriate conditions a number of properties can be formally established of the original Timed CSP process by studying its untimed counterpart."}]