
It is shown that any normalized capacity on a finite set can be considered as the geometrical realization of a distributive lattice. Then the product of capacities is defined.
Möbius function, Applied Mathematics, Structure and representation theory of distributive lattices, product of capacities, geometrical realization of a distributive lattice, Contents, measures, outer measures, capacities, Analysis
Möbius function, Applied Mathematics, Structure and representation theory of distributive lattices, product of capacities, geometrical realization of a distributive lattice, Contents, measures, outer measures, capacities, Analysis
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