On the Extension of the von Mises Frequency Approach and Kolmogorov Axiomatic Approach to the <i>p</i>-Adic Probability Theory

The paper considers probabilistic models in which relative frequencies are stabilized in p-adic metric. The analog of frequency theory of von Mises probabilities is constructed for such models. As in usual probability theory, the properties of p-adic frequency probability are used to formulate the theory on an axiomatic level (the analog of the Kolmogorov axiomatic).

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