Theorems

1,494 books
Tutti pazzi per Gödel!Francesco Berto
⏱ 4h 30m

Tutti pazzi per Gödel!

Francesco Berto

2008270 pp.
Dynamics of transcendental functionsXin-Hou Hua
⏱ 4h 14m

Dynamics of transcendental functions

Xin-Hou Hua

1998254 pp.
Introduction to Statistical Limit TheoryAlan M. Polansky
⏱ 10h 45m

Introduction to Statistical Limit Theory

Alan M. Polansky

2010645 pp.
Problems and theorems in analysisGeorge Pólya
⏱ 6h 32m

Problems and theorems in analysis

George Pólya

1925392 pp.
Stochastic Limit TheoryJames Davidson
⏱ 11h 2m

Stochastic Limit Theory

James Davidson

1994662 pp.
Little ProverDaniel P. Friedman
⏱ 4h 8m

Little Prover

Daniel P. Friedman

2015248 pp.
Pythagorean trianglesWacław Sierpiński
⏱ 1h 47m

Pythagorean triangles

Wacław Sierpiński

1962107 pp.
BiostatisticsGeorge G. Woodworth
⏱ 6h 12m

Biostatistics

George G. Woodworth

2004372 pp.
The stable marriage problemDan Gusfield
⏱ 4h 10m

The stable marriage problem

Dan Gusfield

1989250 pp.
Notes On Fermat's Last TheoremA. J. Van Der Poorten
⏱ 4h 7m

Notes On Fermat's Last Theorem

A. J. Van Der Poorten

1996247 pp.
13 lectures on Fermat's last theoremPaulo Ribenboim
⏱ 5h 5m

13 lectures on Fermat's last theorem

Paulo Ribenboim

1979305 pp.
Kurt Gödel and the foundations of mathematicsMatthias Baaz
⏱ 8h 35m

Kurt Gödel and the foundations of mathematics

Matthias Baaz

2011515 pp.
Automated ReasoningLarry Wos
⏱ 5h 19m

Automated Reasoning

Larry Wos

1987319 pp.
Statistical RethinkingRichard McElreath
⏱ 8h 7m

Statistical Rethinking

Richard McElreath

2015487 pp.
Fermat's last theoremHarold M. Edwards
⏱ 6h 50m

Fermat's last theorem

Harold M. Edwards

1977410 pp.
Fermat's last theorem for amateursPaulo Ribenboim
⏱ 7h 0m

Fermat's last theorem for amateurs

Paulo Ribenboim

1999420 pp.
Théorème de FermatRichard Noguès
⏱ 2h 57m

Théorème de Fermat

Richard Noguès

1932177 pp.
On formally undecidable propositions of Principia mathematica and related systemsKurt Gödel
⏱ 1h 12m

On formally undecidable propositions of Principia mathematica and related systems

Kurt Gödel

196272 pp.
Mean value theorems and functional equationsP. K. Sahoo
⏱ 4h 5m

Mean value theorems and functional equations

P. K. Sahoo

1998245 pp.
Regular variation, extensions and Tauberian theoremsJ. L. Geluk
⏱ 2h 11m

Regular variation, extensions and Tauberian theorems

J. L. Geluk

1987131 pp.
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