In the paper, a pseudorandom number sequence sensor is considered, its design is based on the Markov model of the simulated process. Such a model is derived from either the theoretical two-dimensional probability density or
from the random process samples obtained experimentally. There has been developed a simple high-speed algorithm for operating the sensor using a primary source of pseudorandom numbers with a uniform probability distribution,
and statistical simulation of such algorithm has been carried out. It is shown that the obtained sequence of numbers possesses probabilistic and correlation properties that are in good agreement with the specified properties
of the simulated random processes. When substituting a hardware random number generator for the source of equiprobable pseudorandom numbers, the sensor generates truly random numbers. The possibilities of the hardware implementation
of the introduced algorithm in the form of a pseudorandom (random) number generator are demonstrated.
Random-Number Generator | Markov Model | Matrix Of Transition Probabilities | Probability Density | Histogram |
Statistical Simulation