Functions Theory

3,989 books
Principles of real analysisCharalambos D. Aliprantis
⏱ 4h 50m

Principles of real analysis

Charalambos D. Aliprantis

1981290 pp.
Automata and ComputabilityDexter C. Kozen
⏱ 6h 53m

Automata and Computability

Dexter C. Kozen

2012413 pp.
L.V. Kantorovich selected worksL. V. Kantorovich
⏱ 6h 24m

L.V. Kantorovich selected works

L. V. Kantorovich

1996384 pp.
Sets, relations, functionsSamuel M. Selby
⏱ 3h 53m

Sets, relations, functions

Samuel M. Selby

1963233 pp.
Traité d'analyseEmile Picard
⏱ 9h 0m

Traité d'analyse

Emile Picard

1891540 pp.
Theory of capacitiesGustave Choquet
⏱ 2h 59m

Theory of capacities

Gustave Choquet

1954179 pp.
Riemann's zeta functionHarold M. Edwards
⏱ 5h 23m

Riemann's zeta function

Harold M. Edwards

1974323 pp.
Vorlesungen über Zahlen- und FunktionenlehreAlfred Pringsheim

Vorlesungen über Zahlen- und Funktionenlehre

Alfred Pringsheim

1916No page data
Generalized functionsIsrael M. Gel'fand

Generalized functions

Israel M. Gel'fand

1964No page data
Elementary mathematical modelingMary Ellen Davis
⏱ 6h 35m

Elementary mathematical modeling

Mary Ellen Davis

2000395 pp.
Asymptotic behavior and stability problems in ordinary differential equationsLamberto Cesari
⏱ 4h 31m

Asymptotic behavior and stability problems in ordinary differential equations

Lamberto Cesari

1959271 pp.
Théorie des distributionsSchwartz, Laurent.
⏱ 7h 0m

Théorie des distributions

Schwartz, Laurent.

1950420 pp.
The approximation of functionsJohn Rischard Rice

The approximation of functions

John Rischard Rice

1964No page data
Problems and theorems in analysisGeorge Pólya
⏱ 6h 32m

Problems and theorems in analysis

George Pólya

1925392 pp.
Compactification of Siegel moduli schemesChing-Li Chai
⏱ 5h 24m

Compactification of Siegel moduli schemes

Ching-Li Chai

1984324 pp.
Convex statistical distancesFriedrich Liese
⏱ 3h 44m

Convex statistical distances

Friedrich Liese

1987224 pp.
Vorlesungen über reelle FunktionenConstantin Carathéodory
⏱ 11h 58m

Vorlesungen über reelle Funktionen

Constantin Carathéodory

1918718 pp.
A practical guide to pseudospectral methodsBengt Fornberg
⏱ 3h 58m

A practical guide to pseudospectral methods

Bengt Fornberg

1996238 pp.
Sets, Functions, and LogicKeith J. Devlin
⏱ 2h 40m

Sets, Functions, and Logic

Keith J. Devlin

1981160 pp.
Multivalent functionsWalter Kurt Hayman
⏱ 2h 31m

Multivalent functions

Walter Kurt Hayman

1958151 pp.
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