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RISOn the trace approximations of products of Toeplitz matrices
Accelerated Circulant and Skew Circulant Splitting Methods for Hermitian Positive Definite Toeplitz Systems
We study the CSCS method for large Hermitian positive definite Toeplitz linear systems, which first appears in Ng's paper published in (Ng, 2003), and CSCS stands for circulant and skew circulant splitting of the coefficient matrix A. In this paper...
New fast algorithm for optimal design of block digital filters by skew-cyclic convolution
A canonical decomposition of complex symmetric operators
A new computational approach for solving optimal control of linear PDEs problem
ordinary differential equation system in higher dimension. Then, the homogeneous part of ODES is solved using semigroup theory. In the next step, the convergence of this approach is verified by means of Toeplitz matrix. In the rest of the paper, the optimal...
A Brief review of the iterative methods for solving Toeplitz systems
In this expository paper, we survey some of the latest development in using preconditioned
conjugate gradient methods and splitting methods for solving Toeplitz systems. One of
the main results is that the complexity of solving a large...
Topology error processing based on forecast measurement errors
SiC MOSFET based avionic power supply
Recursive self preconditioning method based on Schur complement for Toeplitz matrices
Abstract In this paper, we propose to solve the Toeplitz linear systems Tnx = b
by a recursive-based method. The method is based on repeatedly dividing the
original problem into two subproblems that involve the solution of systems...