Random Number Generator Based on Petri Nets Model
Zheng Zou, Yue Xiao-bo, Shijian Liu · Jisuanji gongcheng · 2010
On basis of concepts of continuous Petri nets,an expanded continuous Petri nets with inhibitor arcs and variables of arcs weight is introduced.A deeply research is made on random number generator with continuous Petri nets as a tool.The random variables in range between 0 and 1 is generated with multiplicative congruential method of random maths,and the problem of increasing number of Petri nets with precise random number is settled.A denial method to work out the problem which the inverse transformation does not work with is introduced.The improvement of simulation of random number generator with Petri nets is made.