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No b ‐concentrated measures whenever 1< b ≤2

Gábor Drasny

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Abstract

In the present paper we show that a non-zero, continuous, locally finite Borel measure on R cannot be b-concentrated for any 1

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What this paper is about

In the present paper we show that a non-zero, continuous, locally finite Borel measure on R cannot be b-concentrated for any 1

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Available abstract

In the present paper we show that a non-zero, continuous, locally finite Borel measure on R cannot be b-concentrated for any 1

Key concepts: Mathematics, Combinatorics, Statistics

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