Inhibitor Petri net executing an arbitrary given Markov normal algorithm
Dmitry A. Zaitsev · Automatic Control and Computer Sciences · 2012
An inhibitor Petri net with a fixed structure that executes an arbitrary given Markov normal algorithm is constructed. The algorithm and its input string are encoded by nonnegative integer numbers and put into dedicated places of the Petri net, which implements the application of the algorithm productions over the string of symbols. Rules of encoding sequential, branching, and cyclic processes by Petri nets are used. Upon completion of the net operation, the output string is restored (decoded) from the integer form of the representation. Within the paradigm of computations on Petri nets, the constructed net provides the compatibility of systems.