Combinatorial Analysis

1,825 books
Discrete and combinatorial mathematicsRalph P. Grimaldi
⏱ 13h 53m

Discrete and combinatorial mathematics

Ralph P. Grimaldi

1985833 pp.
Introduction to combinatorial mathematicsC. L. Liu
⏱ 6h 33m

Introduction to combinatorial mathematics

C. L. Liu

1968393 pp.
Elements of discrete mathematicsC. L. Liu
⏱ 7h 13m

Elements of discrete mathematics

C. L. Liu

1977433 pp.
Introductory combinatoricsRichard A. Brualdi
⏱ 10h 21m

Introductory combinatorics

Richard A. Brualdi

1977621 pp.
The probabilistic methodNoga Alon
⏱ 6h 16m

The probabilistic method

Noga Alon

1992376 pp.
Applied combinatoricsAlan C. Tucker
⏱ 7h 42m

Applied combinatorics

Alan C. Tucker

1980462 pp.
Analysis and Design of AlgorithmsAmrinder Arora
⏱ 2h 47m

Analysis and Design of Algorithms

Amrinder Arora

2014167 pp.
Combinatorial identitiesJohn Riordan
⏱ 4h 16m

Combinatorial identities

John Riordan

1968256 pp.
CombinatoricsKrishnamurthy, V.
⏱ 8h 3m

Combinatorics

Krishnamurthy, V.

1986483 pp.
Schaum's outline of theory and problems of discrete mathematicsSeymour Lipschutz
⏱ 8h 21m

Schaum's outline of theory and problems of discrete mathematics

Seymour Lipschutz

1976501 pp.
Combinatorial theoryHall, Marshall
⏱ 7h 20m

Combinatorial theory

Hall, Marshall

1967440 pp.
PolyominoesSolomon W. Golomb
⏱ 3h 2m

Polyominoes

Solomon W. Golomb

1965182 pp.
Combinatorial optimizationChristos H. Papadimitriou
⏱ 8h 16m

Combinatorial optimization

Christos H. Papadimitriou

1981496 pp.
Models, Algorithms and Technologies for Network AnalysisMikhail V. Batsyn
⏱ 4h 0m

Models, Algorithms and Technologies for Network Analysis

Mikhail V. Batsyn

2012240 pp.
Design theoryThomas Beth
⏱ 11h 28m

Design theory

Thomas Beth

1985688 pp.
A Walk Through CombinatoricsMiklos Bona
⏱ 7h 4m

A Walk Through Combinatorics

Miklos Bona

2002424 pp.
Handbook of combinatoricsRonald L. Graham
⏱ 21h 24m

Handbook of combinatorics

Ronald L. Graham

19951284 pp.
Discrete mathematics for computer scientists and mathematiciansJoe L. Mott
⏱ 12h 31m

Discrete mathematics for computer scientists and mathematicians

Joe L. Mott

1986751 pp.
Proofs that really countArthur Benjamin
⏱ 3h 14m

Proofs that really count

Arthur Benjamin

2003194 pp.
Introduction to CombinatoricsWalter D. Wallis
⏱ 7h 4m

Introduction to Combinatorics

Walter D. Wallis

2010424 pp.
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