Unbounded Multilinear Multipliers Adapted To Large Subspaces And Estimates For Degenerate Simplex Operators

Collections
Cornell Theses and Dissertations
Author
Kesler, Robert
Abstract

We prove in Chapter 1 that for every integer n [GREATER-THAN OR EQUAL TO] 3 the n-sublinear map n ˆ fj ([xi]j )e2[pi]ix[xi]j d[xi] nC [alpha] : (f1 , ..., fn ) [RIGHTWARDS ARROW] sup M [xi][MIDDLE DOT][alpha]>0,[xi]n

Date Issued
2016-05-29
Keywords
•
Committee Chair
Muscalu,Florin Camil
Committee Member
Strichartz,Robert Stephen
Saloff-Coste,Laurent Pascal
Degree Discipline
Mathematics
Degree Name
Ph. D., Mathematics
Degree Level
Doctor of Philosophy
Type
dissertation or thesis