Large N (=3) neutrinos and random matrix theory

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Recent perspectives in random matrix theory and number theory /

Table of Contents: “…Introduction to the random matrix theory : Gaussian unitary ensemble and …”
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Recent perspectives in random matrix theory and number theory /

“…Random matrix theory and number theory.…”

Random matrix theory, interacting particle systems, and integrable systems /

New Directions in Linear Acoustics and Vibration : Quantum Chaos, Random Matrix Theory and Complexity. by Wright, Matthew

Table of Contents: “…Unreasonable Effectiveness of Random Matrix Theory for the Vibrations and Acoustics …”
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New Directions in Linear Acoustics and Vibration : Quantum Chaos, Random Matrix Theory and Complexity. by Wright, Matthew

Table of Contents: “…Unreasonable Effectiveness of Random Matrix Theory for the Vibrations and Acoustics …”
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GPU Accelerated Microarray Data Analysis Using Random Matrix Theory.

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High-dimensional covariance matrix estimation : an introduction to random matrix theory / by Zagidullina, Aygul

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Complex Langevin simulation of a random matrix model at nonzero chemical potential

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Random matrix approach to three-dimensional QCD with a Chern-Simons term

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Constructing gene co-expression networks and predicting functions of unknown genes by random matrix theory

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Random-matrix approach to the statistical compound nuclear reaction at low energies using the Monte-Carlo technique [PowerPoint]

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Molecular ecological network analyses.

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Spectral theory of large dimensional random matrices and its applications to wireless communications and finance statistics : random matrix theory and its applications / by Bai, Zhidong, Fang, Zhaoben, Liang, Ying-Chang

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Quantum signatures of chaos by Haake, Fritz

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Classical and stochastic Laplacian growth / by Gustafsson, Björn, 1947-, Teodorescu, Razvan, Vasilʹev, Alexander, 1962-

Table of Contents: “…Laplacian Growth and Random Matrix Theory -- 7 Integrability and Moments -- …”
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Tau functions and their applications / by Harnad, J. P. (John P.), 1946-, Balogh, Ferenc, 1981-

“…-- Random matrix models II. Level spacings -- Generating …”
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Tau functions and their applications / by Harnad, J. P. (John P.), 1946-, Balogh, Ferenc, 1981-

“…-- Random matrix models II. Level spacings -- Generating …”
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Latin-American School of Physics, Marcos Moshinsky ELAF : nonlinear dynamics in Hamiltonian systems : Mexico City, Mexico, 22 July-2 August 2013 /

Table of Contents: “…correlation matrices and random matrix models /…”
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Advances in applied mathematics, modeling, and computational science

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