Tag Archives: L^p spaces

DMat0101, Notes 2: Convolution, Dense subspaces and interpolation of operators

Posted on February 23, 2011 by

1. Convolutions and approximations to the identity We restrict our attention to the Euclidean case . As we have seen the space is a vector space; linear combinations of functions in remain in the space. There is however a `product’ … Continue reading →

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DMat0101, Notes 1: Quick review of measure theory

Posted on February 17, 2011 by

0. About these notes The notes that will follow are meant to be a companion to the Harmonic Analysis course that I’m giving this semester at IST. These notes are inspired, influenced and sometimes shamelessly copied from books, lecture notes … Continue reading →

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