Essays in Commutative Harmonic Analysis

✍ Scribed by Colin C. Graham, O. Carruth McGehee (auth.)

• Publisher: Springer New York
• Year: 1979
• Tongue: English
• Leaves: 482
• Series: Grundlehren der mathematischen Wissenschaften 238
• Category: Library

✦ Table of Contents

Content:
Front Matter....Pages i-xxi
The Behavior of Transforms....Pages 1-47
A Proof That the Union of Two Helson Sets Is a Helson Set....Pages 48-67
Harmonic Synthesis....Pages 68-90
Sets of Uniqueness, Sets of Multiplicity....Pages 91-121
A Brief Introduction to Convolution Measure Algebras....Pages 122-137
Independent Power Measures....Pages 138-195
Riesz Products....Pages 196-227
The � ilov Boundary, Symmetric Ideals, and Gleason Parts of ΔM(G)....Pages 228-250
The Wiener-Lévy Theorem and Some of Its Converses....Pages 251-280
The Multiplier Algebras M p (Γ), and the Theorem of Zafran....Pages 281-307
Tensor Algebras and Harmonic Analysis....Pages 308-361
Tilde Algebras....Pages 362-401
Unsolved Problems....Pages 402-423
Back Matter....Pages 425-466