Random Number Theory And Its Application In The Trichotomy

Fuzzy theory has been widely used in every area of society. In the information age, as mathematical tools dealing with things of the uncertainties, that has a very wide range of applications. Since the ambiguity of the information, we briefly introduced applications of the random numbers in the trichotomy based on the foundation of the random numbers simulation theory, and proceeded to explore a theoretical definition for the fuzzy new method from the processing of data extraction methods and fuzzy dates. This paper mainly includes the following:Partâ… :We briefly introduce random numbers and the basic theory of random numbers and explain the use and trends of the theory.Partâ…¡:We introduce the basic theory of random simulation, and describe in detail as well as pseudo-random number random number generation means.Partâ…¢:We discussed a method of applying the simulation theory on random numbers to the uncertainty of the fuzzy mathematical model.In the trichotomy, the uncertain parameters are related to the basic components of the fuzzy mathematical models, it will be the main way to determine the uncertain parameters to handle the ambiguity.Partâ…£:Simulation theory is applied to the random fuzzy rule of thirds, and many experiments are done to improve the accuracy of parameter values. For the existing fuzzy uncertainty errors and the samples selected by such many shortcomings of the trichotomy model, the paper introduces the advantages of an integrated theory of stochastic simulation, including a simple and clear structure, and a new type of fuzzy rule of trichotomy processing program. It has to be operable, small errors and higher accuracy features of appropriate conclusions.