In this letter we study the distribution of the Demmel condition number of complex Wishart matrices, which has various applications in the performance analysis of communication systems. New exact expressions are derived for the probability density function and cumulative distribution function, which are very simple and valid for any matrix dimensions. These results are obtained by taking advantage of properties of the Mellin transform for products of independent random variables
The pseudo-Wishart distribution arises when a Hermitian matrix generated from a complex Gaussian ens...
The product of independent random variables is studied through products of Mellin transforms. Althou...
Using a character expansion method, we calculate exactly the eigenvalue density of random matrices o...
In this paper, we study the statistical distribution of the Demmel condition number of complex Wisha...
Abstract—This paper investigates the distribution of the con-dition number of complex Wishart matric...
This paper investigates the distribution of the condition number of complex Wishart matrices. Two cl...
The Demmel condition number is an indicator of the matrix condition, and its properties have recentl...
Abstract—In this paper we study the distribution of the scaled largest eigenvalue of complex Wishart...
In this paper we study the distribution of the scaled largest eigenvalue of complex Wishart matrices...
The standard condition number (SCN) is a fundamental metric in the context of multiple-input multipl...
In this paper, the distributions of the largest and smallest eigenvalues of complex Wishart matrices...
Abstract—The statistical properties of Wishart matrices have been extensively used to analyze the pe...
The distribution of the eigenvalues of Wishart matrices and Gaussian quadratic forms is of great int...
Mellin Transform occurs in many branches of Applied Mathematics and Engineering. The Mellin transfor...
Random matrices play a crucial role in the design and analysis of multiple-input multiple-output (MI...
The pseudo-Wishart distribution arises when a Hermitian matrix generated from a complex Gaussian ens...
The product of independent random variables is studied through products of Mellin transforms. Althou...
Using a character expansion method, we calculate exactly the eigenvalue density of random matrices o...
In this paper, we study the statistical distribution of the Demmel condition number of complex Wisha...
Abstract—This paper investigates the distribution of the con-dition number of complex Wishart matric...
This paper investigates the distribution of the condition number of complex Wishart matrices. Two cl...
The Demmel condition number is an indicator of the matrix condition, and its properties have recentl...
Abstract—In this paper we study the distribution of the scaled largest eigenvalue of complex Wishart...
In this paper we study the distribution of the scaled largest eigenvalue of complex Wishart matrices...
The standard condition number (SCN) is a fundamental metric in the context of multiple-input multipl...
In this paper, the distributions of the largest and smallest eigenvalues of complex Wishart matrices...
Abstract—The statistical properties of Wishart matrices have been extensively used to analyze the pe...
The distribution of the eigenvalues of Wishart matrices and Gaussian quadratic forms is of great int...
Mellin Transform occurs in many branches of Applied Mathematics and Engineering. The Mellin transfor...
Random matrices play a crucial role in the design and analysis of multiple-input multiple-output (MI...
The pseudo-Wishart distribution arises when a Hermitian matrix generated from a complex Gaussian ens...
The product of independent random variables is studied through products of Mellin transforms. Althou...
Using a character expansion method, we calculate exactly the eigenvalue density of random matrices o...