3 citations · 6 across the 12 of their papers we have counts for
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A note on "Higher order linear differential equations for unitary matrix integrals: applications and generalisations"
Peter J. Forrester, Fei Wei
In this note, we briefly introduce the background and motivation of the collaborative work [arXiv:2508.20797], and provide an outline of the main results. The latter relates to mat…
Integrability enabled computations relating to the fixed trace Laguerre ensemble
Peter J. Forrester, Shinsuke M. Nishigaki
Studies of density matrices for random quantum states lead naturally to the fixed trace Laguerre ensemble in random matrix theory. Previous studies have uncovered explicit rational…
Higher-Order Linear Differential Equations for Unitary Matrix Integrals: Applications and Generalisations
Peter J. Forrester, Fei Wei
In this paper, we consider characterisations of the class of unitary matrix integrals …
Moments of characteristic polynomials for classical ensembles
Bo-Jian Shen, Peter J. Forrester
For random matrix ensembles with unitary symmetry, there is interest in the large form of the moments of the absolute value of the characteristic polynomial for their relevance…
Dualities in random matrix theory
Peter J. Forrester
Duality identities in random matrix theory for products and powers of characteristic polynomials, and for moments, are reviewed. The structure of a typical duality identity for the…
Dualities for characteristic polynomial averages of complex symmetric and self dual non-Hermitian random matrices
Peter J. Forrester
Ensembles of complex symmetric, and complex self dual random matrices are known to exhibit local statistical properties distinct from those of the non-Hermitian Ginibre ensembles.…