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The article explores an approach to constructing a fuzzy measure on p-adic balls that does not require the direct specification of the measure density. The relationships necessary for determining this measure for an arbitrary subset of a bounded numerical set, represented as a set of p-adic balls, are proven. Uniform and non-uniform fuzzy measures are considered. An algorithm for determining the fuzzy measure on p-adic balls is proposed. Examples of calculating this measure are provided.
Bocharnikov et al. (Thu,) studied this question.
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