Jul 8, 2013 · We show that there does not exist any uniform, fully distributed translation from the pi-calculus into the asynchronous pi-calculus, up to any reasonable ...

This result is based on the incapablity of the asynchronous π-calculus of breaking certain symmetries possibly present in the initial communication graph. By ...

This result is based on the incapablity of the asynchronous ß-calculus of breaking certain symmetries possibly present in the initial communication graph. By ...

Dec 23, 2007 · More precisely, we show that there does not exist any uniform, fully distributed translation from the π-calculus into the asynchronous π- ...

Sep 2, 1998 · This result is based on the incapablity of the asynchronous pi-calculus of breaking certain symmetries possibly present in the initial ...

Comparing the expressive power of the synchronous and the asynchronous π-calculus · C. Palamidessi · Published in ACM-SIGACT Symposium on… 2 September 1998 ...

This result is based on the incapability of the asynchronous π-calculus to break certain symmetries that may be present in the initial communication graph. By ...

This result is based on the incapability of the asynchronous -calculus to break certain symmetries that may be present in the initial communication graph. By ...

This result is based on the incapability of the asynchronous pi-calculus to break certain symmetries possibly present in the initial communication graph. By ...

Feb 6, 2005 · The pi-calculus with synchronous output and mixed-guarded choices is strictly more expressive than the pi-calculus with asynchronous output and ...