INSPIRE

Correlations of RMT Characteristic Polynomials and Integrability: Hermitean Matrices

HIT, Holon and Weizmann Inst. Integrable theory is formulated for correlation functions of characteristic polynomials associated with invariant non-Gaussian ensembles of Hermitean random matrices. By ...
IEEE

A RECURSION FORMULA FOR MOMENTS OF DERIVATIVES OF RANDOM MATRIX POLYNOMIALS

Abstract: We give asymptotic formulae for random matrix averages of derivatives of characteristic polynomials over the groups USp(2N), SO(2N) and O − (2N). These averages are used to predict the ...
JSTOR Daily

Chebyshev Polynomial Approximations for Characteristic Function Estimation: Some Theoretical Supplements

Densities for the angle Θ = uX(mod 2π) and the cosine $Y = \cos(uX)$ can be expressed, through Fourier methods, in terms of the characteristic function of X. Thus ...
IEEE

Robust stability evaluation for discrete-time interval systems based on characteristic roots area

Abstract: The physical parameters of controlled systems are uncertain and are accompanied by nonlinearity. The transfer function and the characteristic polynomial should, therefore, be expressed by ...
INSPIRE

Characteristic polynomials of random matrices and their role in an effective theory of strong interactions

The aim of this thesis is to investigate the impact of characteristic polynomials on the spectral eigenvalue statistics of random matrix models, with applications in effective field theory models of ...
JSTOR Daily

A Note on Characteristic Function for Bernstein Polynomials Involving Special Numbers and Polynomials

This is a preview. Log in through your library . Abstract The aim of this present paper is to establish and study generating function associated with a characteristic function for the Bernstein ...