Preface. Contributors. On LP Estimates of the Cauchy-Riemann Equations; D.-C. Chang, C. Fefferman. Recent Progress in Hardy Spaces on Manifolds; J.-C. Chen, S.-Lei Wang. Calderon-Zygmund Operator Theory and Function Spaces; D.-Gao, Y.-S. Han. Hp Theory on Compact Lie Groups; D.-S. Fan. The Unitary Dual Covering Groups of GL(n) Over a Local Field; J.-S. Huang. Casimir Operator and Wavelet Transform; Q.-T. Jiang, L.-Z. Peng. Oscillatory Singular Integrals with Rough Kernel; Y.-S. Jiang, S.- Z. Lu. The Minimal Decay of Matrix Coefficients for Classical Groups; J.-S. Li. Applications of Harmonic Analysis in Geophysics; S.-X. Li. Bivariate Box-Spine Wavelets; X.-Z. Liang et al. On Martingale Spaces and Inequalities; R.-L. Long. Uniform Weak (1,1) Bounds for Oscillatory Singular Integrals; Y.-B. Pan. Paracommutators and Hankel Operators; L.-Z. Peng. Operators-Derivatives-Spaces- Differential Equations on Locally Compact Vilenkin Groups; W.-Y. Su. On Selfsimilarity of Functions; W.-X. Zheng. Harmonic Analysis on Compact Lie Groups and Compact Homogeneous Spaces in China; X.-A. Zheng. Harmonic Analysis on Bounded Symmetric Domains; K.-H. Zhu.
Preface. Contributors. On LP Estimates of the Cauchy-Riemann Equations; D.-C. Chang, C. Fefferman. Recent Progress in Hardy Spaces on Manifolds; J.-C. Chen, S.-Lei Wang. Calderon-Zygmund Operator Theory and Function Spaces; D.-Gao, Y.-S. Han. Hp Theory on Compact Lie Groups; D.-S. Fan. The Unitary Dual Covering Groups of GL(n) Over a Local Field; J.-S. Huang. Casimir Operator and Wavelet Transform; Q.-T. Jiang, L.-Z. Peng. Oscillatory Singular Integrals with Rough Kernel; Y.-S. Jiang, S.- Z. Lu. The Minimal Decay of Matrix Coefficients for Classical Groups; J.-S. Li. Applications of Harmonic Analysis in Geophysics; S.-X. Li. Bivariate Box-Spine Wavelets; X.-Z. Liang et al. On Martingale Spaces and Inequalities; R.-L. Long. Uniform Weak (1,1) Bounds for Oscillatory Singular Integrals; Y.-B. Pan. Paracommutators and Hankel Operators; L.-Z. Peng. Operators-Derivatives-Spaces- Differential Equations on Locally Compact Vilenkin Groups; W.-Y. Su. On Selfsimilarity of Functions; W.-X. Zheng. Harmonic Analysis on Compact Lie Groups and Compact Homogeneous Spaces in China; X.-A. Zheng. Harmonic Analysis on Bounded Symmetric Domains; K.-H. Zhu.
The concept of 'harmonization' has become very popular in China, with the Chinese government increasingly applying the term 'harmonious society' to internal affairs and the term 'harmonious world' to...
This work has been selected by scholars as being culturally important, and is part of the knowledge base of civilization as we know it.This work is in the "public domain in the United States of...
The tread of this book is formed by two fundamental principles of Harmonic Analysis: the Plancherel Formula and the Poisson S- mation Formula. We ?rst prove both for locally compact abelian groups...
This self-contained text provides an introduction to modern harmonic analysis in the context in which it is actually applied, in particular, through complex function theory and partial differential...
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