Accession Number : AD0715403

Title :   Algebraic, Analytic and Differentiable Structures.

Descriptive Note : Final progress rept. 1 Oct 66-30 Sep 70,

Corporate Author : BRANDEIS UNIV WALTHAM MASS

Personal Author(s) : Rossi,Hugo

Report Date : 30 SEP 1970

Pagination or Media Count : 4

Abstract : The report summarizes the results of the research and includes a listing of papers which contain: (1) Proof that a normal subgroup is a set of spectral synthesis for (A sub p)(G) where G is any locally compact group. (2) proof that for G an amenable group, a convolution operator on (L sub p)(G) of operator norm 1 is a convolution operator on (L sub q)(G) with norm =or< 1 if p =or< q =or< 2 or p =or< q =or< 2. (Author)

Descriptors :   (*GROUPS(MATHEMATICS), OPERATORS(MATHEMATICS)), BOUNDARY VALUE PROBLEMS, PARTIAL DIFFERENTIAL EQUATIONS, INTEGRAL TRANSFORMS, APPROXIMATION(MATHEMATICS), TOPOLOGY

Subject Categories : Theoretical Mathematics

Distribution Statement : APPROVED FOR PUBLIC RELEASE