Continuous time, discrete event system in Julia
Originator: Drew Dolgert, ajd27@cornell.edu (Forked from adolgert/CTDE on 11/21/14)
This is an implementation, in the Julia language, of a generalized semi-Markov Petri net (GSPN). It is suitable for general discrete-event modeling in continuous time with non-Exponential distributions. This is similar to the Semi-Markov library, written in C++, but this implementation is actually a more formal GSPN, because it obeys stoichiometry exactly.
The code is alpha. Features include
- GSPN implementation
- Gillespie's first reaction method
- Gibson and Bruck's next reaction method (via Anderson)
Contact me with any questions.
