An iterative method for finding the largest eigenvalue of a nonnegative tensor was proposed by Ng, Qi, and Zhou in 2009. In this paper, we establish an explicit linear convergence rate of the Ng-Qi-Zhou method for essentially positive tensors. Numerical results are given to demonstrate linear convergence of the Ng-Qi-Zhou algorithm for essentially positive tensors.Department of Applied Mathematic
It is well known that the dominant eigenvalue of a real essentially nonnegative matrix is a convex f...
Abstract. Many of the popular methods for the solution of largest eigenvalue of essentially positive...
In this paper, we give a new bound for the largest singular value of nonnegative rectangular tensors...
Consider the problem of computing the largest eigenvalue for nonnegative tensors. In this paper, we ...
Consider the problem of computing the largest eigenvalue for nonnegative tensors. In this paper, we ...
AbstractIn this paper we propose an iterative method to calculate the largest eigenvalue of a nonneg...
In this paper we propose an iterative method to calculate the largest eigenvalue of a nonnegative te...
We define and study (nonnegative) primitive tensors. Many important characterizations of primitive m...
In this paper, we present an iterative algorithm for computing thelargest singular value of a nonneg...
The applications of real rectangular tensors, among others, including the strong ellipticity conditi...
In this thesis we study the methods for finding the largest eigenvalue of tensors. In particular, we...
AbstractIn this paper we propose an iterative method to calculate the largest eigenvalue of a nonneg...
Finding the maximum eigenvalue of a tensor is an important topic in tensor computation and multiline...
In this paper we propose a quadratically convergent algorithm for finding the largest eigenvalue of ...
In this paper, some important spectral characterizations of symmetric nonnegative tensors are analyz...
It is well known that the dominant eigenvalue of a real essentially nonnegative matrix is a convex f...
Abstract. Many of the popular methods for the solution of largest eigenvalue of essentially positive...
In this paper, we give a new bound for the largest singular value of nonnegative rectangular tensors...
Consider the problem of computing the largest eigenvalue for nonnegative tensors. In this paper, we ...
Consider the problem of computing the largest eigenvalue for nonnegative tensors. In this paper, we ...
AbstractIn this paper we propose an iterative method to calculate the largest eigenvalue of a nonneg...
In this paper we propose an iterative method to calculate the largest eigenvalue of a nonnegative te...
We define and study (nonnegative) primitive tensors. Many important characterizations of primitive m...
In this paper, we present an iterative algorithm for computing thelargest singular value of a nonneg...
The applications of real rectangular tensors, among others, including the strong ellipticity conditi...
In this thesis we study the methods for finding the largest eigenvalue of tensors. In particular, we...
AbstractIn this paper we propose an iterative method to calculate the largest eigenvalue of a nonneg...
Finding the maximum eigenvalue of a tensor is an important topic in tensor computation and multiline...
In this paper we propose a quadratically convergent algorithm for finding the largest eigenvalue of ...
In this paper, some important spectral characterizations of symmetric nonnegative tensors are analyz...
It is well known that the dominant eigenvalue of a real essentially nonnegative matrix is a convex f...
Abstract. Many of the popular methods for the solution of largest eigenvalue of essentially positive...
In this paper, we give a new bound for the largest singular value of nonnegative rectangular tensors...