HARMONIC ANALYSIS ON CERTAIN VECTOR SPACES.
Technical summary rept.,
WISCONSIN UNIV MADISON MATHEMATICS RESEARCH CENTER
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Let 1 denote the vector space of all sequences of real numbers with the topology of coordinate-wise convergence. For 0 p infinity l sub p denote the subset of l consisting of all sequences x sub i which have the summation, from one to infinity of the absolute value of x sub i to the p power finite. The main efforts in the paper are to generalize Bochners theorem and the Levy-continuity theorem to these l sub p spaces. Author
- Statistics and Probability