ENGLISH

Fourier Meets Hilbert and Riesz: An Introduction to the Corresponding Transforms

Book information

Publisher
de Gruyter
Year
2022
ISBN
9783110784091, 9783110784053
Language
english
Format
EPUB
Filesize
42 MB (44121367 bytes)
Series
De Gruyter Studies in Mathematics; 87
Pages
306\0
Time added
2023-06-01 01:24:43

Description

This book provides an introduction into the modern theory of classical harmonic analysis, dealing with Fourier analysis and the most elementary singular integral operators, the Hilbert transform and Riesz transforms. Ideal for self-study or a one semester course in Fourier analysis, included are detailed examples and exercises. Explains how ideas from harmonic analysis are used in the analysis of various important singular integral transforms. Clean and systematic presentation of theorems and proofs. Ideal for self-study or a course in Fourier analysis.

Similar books

The arraignment and tryall with a declaration of the Ranters also, several sentences proceedings at the sessions in the Old-Baily, and Councel of War: their protestations and the hanging of one up by the thumbs; with divers penalties to be inflicted upon others. The dancing and revelling of Dr. Buckeridge and his wife, and other gent. dancing all in white, in Berkshire, and their Christmas carol. A dispute between a Ranter in Bridewel, and one that came to see him; with his creed and pater noster: and the names of the false gods they worship. As also, a list of many of the Ranters, from whence they are derived: and of many hundreds of them in England

2019 · EPUB

The discoverer; vvherein is set forth (to undeceive the nation) the reall plots and stratagems of Lievt. Col. John Lilburn, Mr. William Walwyn, Mr. Thomas Prince, Mr. Richard Overton, and that partie ... Namely, under the pretence and colour of libertie ... a most dangerous and destructive designe is carried on to deprive the nation of their religion, rights, liberties, proprieties, lawes, government, &c. and to bring a totall and universall ruine upon the land. And so much is here clearely proved. The first part

2019 · EPUB