Random Matrices

78 books
Orthogonal polynomials and random matricesPercy Deift
⏱ 4h 27m

Orthogonal polynomials and random matrices

Percy Deift

1999267 pp.
An introduction to statistical analysis of random arraysV. L. Girko
⏱ 11h 13m

An introduction to statistical analysis of random arrays

V. L. Girko

1998673 pp.
Random matrix theory and its applicationsZhidong Bai
⏱ 2h 45m

Random matrix theory and its applications

Zhidong Bai

2009165 pp.
Multivariate descriptive statistical analysisLudovic Lebart
⏱ 4h 10m

Multivariate descriptive statistical analysis

Ludovic Lebart

1984250 pp.
Random matrix models and their applicationsAlexander R. Its
⏱ 7h 47m

Random matrix models and their applications

Alexander R. Its

2001467 pp.
Random Matrix Theory of the Classical Compact GroupsElizabeth S. Meckes
⏱ 2h 30m

Random Matrix Theory of the Classical Compact Groups

Elizabeth S. Meckes

2019150 pp.
Skew-orthogonal polynomials and random matrix theorySaugata Ghosh
⏱ 2h 7m

Skew-orthogonal polynomials and random matrix theory

Saugata Ghosh

2009127 pp.
Theory of Stochastic Canonical Equations - Volumes I and IIV.L. Girko
⏱ 16h 56m

Theory of Stochastic Canonical Equations - Volumes I and II

V.L. Girko

20011016 pp.
Random matrix theoryPercy Deift

Random matrix theory

Percy Deift

2009No page data
Random matricesG. Blower
⏱ 7h 17m

Random matrices

G. Blower

2009437 pp.
Patterned Random MatricesArup Bose
⏱ 4h 29m

Patterned Random Matrices

Arup Bose

2018269 pp.
Randamu gyōretsu no sūri to kagakuSumio Watanabe
⏱ 2h 52m

Randamu gyōretsu no sūri to kagaku

Sumio Watanabe

2014172 pp.
Topics in Products of Random Matrices (Tata Institute of Fundamental Research, Bombay// Studies in Mathematics)Arunava Mukherjea
⏱ 2h 1m

Topics in Products of Random Matrices (Tata Institute of Fundamental Research, Bombay// Studies in Mathematics)

Arunava Mukherjea

2000121 pp.
Matrices aléatoires en physiqueHervé Kunz
⏱ 1h 24m

Matrices aléatoires en physique

Hervé Kunz

199884 pp.
Theory of stochastic canonical equationsV. L. Girko
⏱ 8h 17m

Theory of stochastic canonical equations

V. L. Girko

2001497 pp.
Random-matrix theories in quantum physicsThomas Guhr
⏱ 7h 8m

Random-matrix theories in quantum physics

Thomas Guhr

1998428 pp.
Random Matrices and Random Partitions Normal ConvergenceZhonggen Su
⏱ 4h 10m

Random Matrices and Random Partitions Normal Convergence

Zhonggen Su

2015250 pp.
Random Circulant MatricesArup Bose
⏱ 3h 12m

Random Circulant Matrices

Arup Bose

2018192 pp.
Large random matricesAlice Guionnet
⏱ 4h 54m

Large random matrices

Alice Guionnet

2009294 pp.
Random Matrices and Non-Commutative ProbabilityArup Bose
⏱ 4h 38m

Random Matrices and Non-Commutative Probability

Arup Bose

2021278 pp.
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