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      Casino games are games in which the chances of winning or losing does not depend on the ability of the player but by chance. Hence, the majority of gambling and casinos are conditioned by the statistical probability of hitting the combination chosen. The smaller the chances of getting the right combination, the greater the prize.

      The mathematical theory of probability is based on the modeling of random phenomena, which are not known a priori all parameters involved, as it would in the deterministic phenomena, this is one reason why the statistics, which seeks to determine these parameters, it is not immediately reduced to the theory of probability itself.

     In 1933 the Soviet mathematician Andrey Kolmogorov proposed a system of axioms for probability theory based on set theory and measure theory, developed a few years earlier by Lebesgue, Borel and Frechet among others.

This axiomatic approach which generalizes the classical framework of probability, due to the slide rule favorably on cases whenever possible.

      Currently, the probability theory finds application in varied branches of knowledge such as physics, finance or gambling.

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