Random Matrices: Theory and Application

Random Matrices: Theory and Application

ISSNs: 2010-3263

World Scientific Publishing

Scopus rating (2023): CiteScore 1.9 SJR 0.593 SNIP 0.715

Journal

Journal Metrics
1 - 3 out of 3Page size: 20

Research Output

  1. 2022
  2. Published

    Applications in random matrix theory of a PIII’ 𝜏-function sequence from Okamoto’s Hamiltonian formulation

    Dai, D., Forrester , P. J. & Xu, S.-X., Apr 2022, In: Random Matrices: Theory and Application. 11, 2, 2250014.

    Research output: Journal Publications and Reviews › RGC 21 - Publication in refereed journal › peer-review

    Scopus citations: 2
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  3. 2021
  4. Published

    A semiparametric model for matrix regression

    Zhao, W., Zhang, X. & Lian, H., Apr 2021, In: Random Matrices: Theory and Application. 10, 2, 2250001.

    Research output: Journal Publications and Reviews › RGC 21 - Publication in refereed journal › peer-review

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  5. 2018
  6. Published

    On the quasi-Ablowitz–Segur and quasi-Hastings–McLeod solutions of the inhomogeneous Painlevé II equation

    Dai, D. & Hu, W., Oct 2018, In: Random Matrices: Theory and Application. 7, 4, 1840004.

    Research output: Journal Publications and Reviews › RGC 21 - Publication in refereed journal › peer-review

    Scopus citations: 3
    Check@CityULib