Matrices Mathematics

598 books
Matrices and tensors in physicsA. W. Joshi
⏱ 4h 39m

Matrices and tensors in physics

A. W. Joshi

1975279 pp.
Determinants and matricesAlexander Aitken
⏱ 2h 24m

Determinants and matrices

Alexander Aitken

1939144 pp.
Advanced engineering mathematicsGreenberg, Michael D.
⏱ 21h 43m

Advanced engineering mathematics

Greenberg, Michael D.

19881303 pp.
Solution of large networks by matrix methodsHomer E. Brown
⏱ 4h 49m

Solution of large networks by matrix methods

Homer E. Brown

1975289 pp.
Matrix computationsGene H. Golub
⏱ 10h 42m

Matrix computations

Gene H. Golub

1983642 pp.
Introduction to the theory of canonical matricesH. W. Turnbull
⏱ 3h 20m

Introduction to the theory of canonical matrices

H. W. Turnbull

1932200 pp.
Methods of applied mathematicsFrancis Begnaud Hildebrand
⏱ 8h 43m

Methods of applied mathematics

Francis Begnaud Hildebrand

1952523 pp.
Linear Algebra Labs with MATLABDavid Hill
⏱ 5h 36m

Linear Algebra Labs with MATLAB

David Hill

1993336 pp.
AlgebraW. L. Ferrar
⏱ 3h 40m

Algebra

W. L. Ferrar

1941220 pp.
Sparse image and signal processingJean-Luc Starck
⏱ 5h 16m

Sparse image and signal processing

Jean-Luc Starck

2010316 pp.
Introduction to matrix analysisRichard Ernest Bellman
⏱ 5h 28m

Introduction to matrix analysis

Richard Ernest Bellman

1960328 pp.
Tensor Algebra and Tensor Analysis for EngineersMikhail Itskov
⏱ 4h 55m

Tensor Algebra and Tensor Analysis for Engineers

Mikhail Itskov

2007295 pp.
Linear Models and the Relevant Distributions and Matrix AlgebraDavid A. Harville
⏱ 8h 44m

Linear Models and the Relevant Distributions and Matrix Algebra

David A. Harville

2018524 pp.
Matrix algebra for engineersJames M. Gere
⏱ 3h 20m

Matrix algebra for engineers

James M. Gere

1965200 pp.
Introduction to matrices with applications in statisticsFranklin A. Graybill
⏱ 6h 12m

Introduction to matrices with applications in statistics

Franklin A. Graybill

1969372 pp.
Matrix Calculus and Zero-One MatricesDarrell A. Turkington
⏱ 3h 54m

Matrix Calculus and Zero-One Matrices

Darrell A. Turkington

2001234 pp.
Advanced algebraEdwin Arthur Maxwell
⏱ 5h 19m

Advanced algebra

Edwin Arthur Maxwell

1943319 pp.
Matrices and linear transformationsCharles G. Cullen
⏱ 4h 33m

Matrices and linear transformations

Charles G. Cullen

1966273 pp.
Matrices and transformationsAnthony J. Pettofrezzo
⏱ 2h 13m

Matrices and transformations

Anthony J. Pettofrezzo

1966133 pp.
Mathematics for high schoolSchool Mathematics Study Group.
⏱ 4h 14m

Mathematics for high school

School Mathematics Study Group.

1959254 pp.
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