000			02011nam a22001937a 4500
008			211012b1970 |||||||| |||| 00| 0 eng d
020			_a9783662245958
082			_a512.25 HEW-E
100			_aHewitt, Edwin
245			_aAbstract harmonic analysis (Volume 2) / _bstructure and analysis for compact groups analysis on locally compact abelian groups / _cEdwin Hewitt and Kenneth A. Ross
260			_aNew York _bSpringer _c1970
300			_a771 p.
365			_aEU _b109.99.
500			_aThis book is a continuation of Volume I of the same title [Grund­ Lehren der mathematischen Wissenschaften, Band 115 ]. We constantly 1 1. The textbook Real and cite definitions and results from Volume abstract analysis by E. HEWITT and K. R. STROMBERG [Berlin · Gottin­ gen ·Heidelberg: Springer-Verlag 1965], which appeared between the publication of the two volumes of this work, contains many standard facts from the analysis. We use this book as a convenient reference for such facts and denote it in the text by RAAA. Most readers will have only an occasional need actually to read in RAAA. Our goal in this volume is to present the most important parts of harmonic analysis on compact groups and on locally compact Abelian groups. We deal with general locally compact groups only where they are the natural setting for what we are considering, or where one or another group provides a useful counterexample. Readers who are interested only in compact groups may read as follows: § 27, Appendix D, §§ 28-30 [omitting subheads (30.6)-(30.60)ifdesired], (31.22)-(31.25), §§ 32, 34-38, 44. Readers who are interested only in locally compact Abelian groups may read as follows: §§ 31-33, 39-42, selected Mis­ cellaneous Theorems and Examples in §§34-38. For all readers, § 43 is interesting but optional. Obviously, we have not been able to cover all of the harmonic analysis.
650			_aHarmonic analysis
650			_aTopological groups
650			_aMathematics
700			_aRoss, Kenneth A.
999			_c68749 _d68749