Normed Linear Spaces

94 books
Normed linear spacesMahlon Marshall Day
⏱ 2h 19m

Normed linear spaces

Mahlon Marshall Day

1958139 pp.
Normed linear spacesMahlon Marsh Day
⏱ 2h 19m

Normed linear spaces

Mahlon Marsh Day

1958139 pp.
Normed linear spacesMahlon Marsh Day
⏱ 2h 19m

Normed linear spaces

Mahlon Marsh Day

1962139 pp.
Normed Linear SpacesMahlon M. Day
⏱ 2h 57m

Normed Linear Spaces

Mahlon M. Day

2013177 pp.
Normed linear spacesDay, Mahlon Marsh
⏱ 2h 19m

Normed linear spaces

Day, Mahlon Marsh

139 pp.
Introduction to the analysis of normed linear spacesJohn R. Giles
⏱ 4h 40m

Introduction to the analysis of normed linear spaces

John R. Giles

2000280 pp.
Best approximation in normed linear spaces by elements of linear subspacesIvan Singer
⏱ 6h 56m

Best approximation in normed linear spaces by elements of linear subspaces

Ivan Singer

1970416 pp.
Differential Calculus in Normed Linear Spaces (Texts & Readings in Mathematics)Kalyan Makherjea
⏱ 5h 4m

Differential Calculus in Normed Linear Spaces (Texts & Readings in Mathematics)

Kalyan Makherjea

2003304 pp.
The diagonalization of isometries on certain finite dimensional, normed linear spacesRichard Thomas Miller
⏱ 19m

The diagonalization of isometries on certain finite dimensional, normed linear spaces

Richard Thomas Miller

197019 pp.
Geometry of normed linear spacesConference on the Geometry of Normed Linear Spaces (1983 University of Illinois at Urbana-Champaign)
⏱ 2h 51m

Geometry of normed linear spaces

Conference on the Geometry of Normed Linear Spaces (1983 University of Illinois at Urbana-Champaign)

1986171 pp.
Laws of large numbers for normed linear spaces and certain Fréchet spacesW. J. Padgett
⏱ 1h 51m

Laws of large numbers for normed linear spaces and certain Fréchet spaces

W. J. Padgett

1973111 pp.
The Geometry of metric and linear spacesL. M. Kelly
⏱ 4h 4m

The Geometry of metric and linear spaces

L. M. Kelly

1975244 pp.
The geometry of metric and linear spacesL. M. Kelly
⏱ 4h 4m

The geometry of metric and linear spaces

L. M. Kelly

1975244 pp.
A Primer on Hilbert Space TheoryCarlo Alabiso
⏱ 4h 24m

A Primer on Hilbert Space Theory

Carlo Alabiso

2014264 pp.
Optimization by Vector Space MethodsDavid G. Luenberger
⏱ 5h 26m

Optimization by Vector Space Methods

David G. Luenberger

1968326 pp.
Proektory i bazisy v normirovannykh prostranstvakhWłodzimierz Odyniec
⏱ 2h 32m

Proektory i bazisy v normirovannykh prostranstvakh

Włodzimierz Odyniec

1998152 pp.
Functional analysisL. Nirenberg
⏱ 2h 13m

Functional analysis

L. Nirenberg

1961133 pp.
Nociones de espacios normados [y sus aplicaciones al análisisMischa Cotlar
⏱ 13h 37m

Nociones de espacios normados [y sus aplicaciones al análisis

Mischa Cotlar

1967817 pp.
Smoothness and renormings in Banach spacesRobert Deville
⏱ 6h 24m

Smoothness and renormings in Banach spaces

Robert Deville

1993384 pp.
Methods in the theory of hereditarily indecomposable Banach spacesS. Argyros
⏱ 1h 54m

Methods in the theory of hereditarily indecomposable Banach spaces

S. Argyros

2004114 pp.
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