21 citations · 27 across the 3 of their papers we have counts for
3 papers
math-ph2024★ 1 cited
Fluctuations in Various Regimes of Non-Hermiticity and a Holographic Principle
G. Akemann, M. Duits, L. D. Molag
The variance of the number of particles in a set is an important quantity in understanding the statistics of non-interacting fermionic systems in low dimensions. An exact map of th…
math-ph2022★ 21 cited
The Elliptic Ginibre Ensemble: A Unifying Approach to Local and Global Statistics for Higher Dimensions
G. Akemann, M. Duits, L. D. Molag
The elliptic Ginibre ensemble of complex non-Hermitian random matrices allows to interpolate between the rotational invariant Ginibre ensemble and the Gaussian unitary ensemble of…
math.CA2020★ 5 cited
The local universality of Muttalib-Borodin ensembles when the parameter is the reciprocal of an integer
L. D. Molag
The Muttalib-Borodin ensemble is a probability density function for particles on the positive real axis that depends on a parameter and a weight . We consider a varying…