N.-Y., Springer Science+Business Media, LLC 2009. - 521p.
Вторая часть учебника повышенной сложности (первая - "Классический
анализ Фурье" издана в той же серии, составляя гл. 1-5.
"Chapters 1–5 in the first volume contain Lebesgue spaces, Lorentz spaces and.
nterpolation, maximal functions, Fourier transforms and distributions, an introduction.
to Fourier analysis on the n-torus, singular integrals of convolution type, and.
Littlewood–Paley theory.").
В данную часть включены:
Smoothness and Function Spaces .
BMO and Carleson Measures.
Singular Integrals of Nonconvolution Type.
Weighted Inequalities.
Boundedness and Convergence of Fourier Integrals.
Time–Frequency Analysis and the Carleson–Hunt Theorem.
"Chapters 1–5 in the first volume contain Lebesgue spaces, Lorentz spaces and.
nterpolation, maximal functions, Fourier transforms and distributions, an introduction.
to Fourier analysis on the n-torus, singular integrals of convolution type, and.
Littlewood–Paley theory.").
В данную часть включены:
Smoothness and Function Spaces .
BMO and Carleson Measures.
Singular Integrals of Nonconvolution Type.
Weighted Inequalities.
Boundedness and Convergence of Fourier Integrals.
Time–Frequency Analysis and the Carleson–Hunt Theorem.