Topics in Fourier Analysis and Function Spaces

Covers several classes of Besov-Hardy-Sobolevtype function spaces on the Euclidean n-space and on the n-forms, especially periodic, weighted, anisotropic spaces, as well as spaces with dominating mixed-smoothness properties. Based on the latest techniques of Fourier Analysis; the book is an updated, revised, and extended version of __Fourier____Analysis and Functions Spaces__ by Hans Triebel. Covers several classes of Besov-Hardy-Sobolevtype function spaces on the Euclidean n-space and on the n-forms, especially periodic, weighted, anisotropic spaces, as well as spaces with dominating mixed-smoothness properties. Based on the latest techniques of Fourier Analysis; the book is an updated, revised, and extended version of Fourier Analysis and Functions Spaces by Hans Triebel A book dealing with several classes of Besov-Hardy-Sobolev function spaces on the Euclidean n-space and the n-torus. Periodic, weighted and anisotropic spaces are discussed, as well as spaces in which properties of dominating mixed smoothness predominate