On the limit shape of elements of an arithmetic semigroup with an exponentially growing counting function of basis elements
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DOI: 10.1134/s1064562417030115
Abstract: We consider an arithmetic semigroup with exponential growth of the counting function of abstract primes. The Bose–Einstein statistics provides the most probable mean occupation numbers in the sense that large deviations of a sum of… read more here.
Keywords: limit shape; arithmetic semigroup; elements arithmetic; counting function ... See more keywords