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Real and functional analysis / Serge Lang.

Por:

Lang, Serge, 1927-2005

Idioma: Inglés Series Graduate Texts in Mathematics ; no. 142New York : Springer-Verlag , 1993Edición: Third editionDescripción: xiv, 580 páginas : figurasTipo de contenido:

text

Tipo de medio:

unmediated

Tipo de soporte:

volume

ISBN:

0387940014

Tema(s):

Clasificación CDD:

515.7 L269r 1993

Contenidos:

PART ONE. General topology. Chapter I. Sets. - Chapter II. Topological spaces. - Chapter III. Continuous functions on compact sets. -

PART TWO. Banach and Hilbert spaces. Chapter V. Hilbert spaces. -

PART THREE. Integration. Chapter VI. The general integration. - Chapter VII. Duality and representation theorems. - Chapter VIII. Some applications of integration. - Chapter IX. Integration and measures on locally compact spaces. - Chapter X. Rieman-Stieltjes integral and measure. - Chapter XI. Distributions. - Chapter XII. Integration on locally compact groups. -

PART FOUR. Calculus. Chapter XIII. Differential calculus. - Chapter XIV. Inverse mappings and differential equations. -

PART FIVE. Functional analysis. Chapter XV. The open mapping theorem, factor spaces, and duality. - Chapter XVI. The spectrum. - Chapter XVII. Compact and fredholm operators. - Chapter XVIII. Spectral theorem for Bounded Hermitian operators. - Chapter XIX. Further spectral theorems. - Chapter XX. Spectral measures. -

PART SIX. Global analysis. Chapter XXI. Local integration of differential forms. - Chapter XXII. Manifolds. - Chapter XXIII. Integration and measures on manifolds.

Existencias ( 1 )
Notas de título ( 8 )

Existencias
Tipo de ítem	Biblioteca actual	Colección	Signatura topográfica	Copia número	Estado	Fecha de vencimiento	Código de barras
Libros	Biblioteca Central Estantería	General	515.7 L269r 1993 (Navegar estantería(Abre debajo))	c.1	Disponible		015407

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Incluye índice.

Bibliografía : páginas 569-571

PART ONE. General topology. Chapter I. Sets. - Chapter II. Topological spaces. - Chapter III. Continuous functions on compact sets. -

PART TWO. Banach and Hilbert spaces. Chapter V. Hilbert spaces. -

PART FOUR. Calculus. Chapter XIII. Differential calculus. - Chapter XIV. Inverse mappings and differential equations. -

PART SIX. Global analysis. Chapter XXI. Local integration of differential forms. - Chapter XXII. Manifolds. - Chapter XXIII. Integration and measures on manifolds.