Abstract
In (1) a measure λ∈M(ℝ) is constructed and shown to satisfy the following:(i) is absolutely continuous, where denotes the measure with for all Borel sets E,(ii) λ*λ = λ2 is singular,(iii) λk = λk−1*λ is absolutely continuous for K ≧6.
Publisher
Cambridge University Press (CUP)
Reference2 articles.
1. An application of a theorem of Singer
2. Coin tossing and powers of singular measures;Brown;Proc. Cambridge Philos. Soc.