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Titulos:
Elements of abstract harmonic analysis / by George Bachman
Idiomas:
eng
Lugar de Edición:
New York:
Editor:
Academic Press,
Fecha de Edición:
c1964
Notas Formateada:
Chapter 1: The Fourier transform on the real line for cunctions in L -- Chapter 2: The Fourier transform on the real line for functions in L -- Chapter 3: Regular points and spectrum -- Chapter 4: More on the Gel'fand theory and an introduction to point set topology -- Chapter 5: Futher topological notions -- Chapter 6: Compactness of the space of maximal ideals over a banacha algebra; an introdcution to topological groups and star algebras -- Chapter 7: The quotient group of a topological group and some futher topological notions -- Chapter 8: Right haar measures and the haar covering function -- Chapter 9: The existence of a roght inveriant haar integral over any locally compact topological group -- Chapter 10: The Daniell extension from a topological point of view, some general results from measure theory, and group algebras -- Chapter 11: Characters and the dual group of locally compact, abelian, topological group -- Chapter 12: Generalization of the Fourier transform to L1(G) and L2(G)
Palabras clave:
ANALISIS ARMONICO; TRANSFORMACIONES DE FOURIER; FUNCIONES; TOPOLOGIA
Leader:
cam
Campo 003:
AR-BaIT
Campo 008:
270401s1964t xxu|||||||||||||||||eng||
Campo 040:
^aITBA^cITBA
Campo 041:
0 ^aeng
Campo 100:
1 ^aBachman, George^92547
Campo 245:
10^aElements of abstract harmonic analysis /^cby George Bachman
Campo 246:
Campo 260:
^aNew York:^bAcademic Press,^cc1964
Campo 300:
^axi, 256 p.
Campo 490:
1 ^aAcademic paperbacks
Campo 505:
0 ^aChapter 1: The Fourier transform on the real line for cunctions in L -- Chapter 2: The Fourier transform on the real line for functions in L -- Chapter 3: Regular points and spectrum -- Chapter 4: More on the Gel'fand theory and an introduction to point set topology -- Chapter 5: Futher topological notions -- Chapter 6: Compactness of the space of maximal ideals over a banacha algebra; an introdcution to topological groups and star algebras -- Chapter 7: The quotient group of a topological group and some futher topological notions -- Chapter 8: Right haar measures and the haar covering function -- Chapter 9: The existence of a roght inveriant haar integral over any locally compact topological group -- Chapter 10: The Daniell extension from a topological point of view, some general results from measure theory, and group algebras -- Chapter 11: Characters and the dual group of locally compact, abelian, topological group -- Chapter 12: Generalization of the Fourier transform to L1(G) and L2(G)
Campo 650:
4^968^aANALISIS ARMONICO
Campo 650:
4^91347^aTRANSFORMACIONES DE FOURIER
Campo 650:
4^9605^aFUNCIONES
Campo 650:
4^91335^aTOPOLOGIA
Proveniencia:
^aInstituto Tecnológico Buenos Aires (ITBA) - Biblioteca
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Institucion:
Instituto Tecnológico Buenos Aires (ITBA)
Dependencia:
Biblioteca

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