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On hidden Z-matrix and interior point algorithm
TLDR
The proposed algorithm can process LCP (q, A) in polynomial time under some assumptions and is observed to be able to process the solution aspects of linear complementarity problem with hidden Z-matrix.
More on hidden Z-matrices and linear complementarity problem
TLDR
It is shown that for a non-degenerate feasible basis, linear complementarity problem with hidden Z-matrix has unique non- Degenerate solution under some assumptions.
More on homotopy continuation method and discounted zero-sum stochastic game with ARAT structure
In this paper, we introduce a homotopy function to trace the trajectory by applying modified homotopy continuation method for finding the solution of two-person zero-sum discounted stochastic ARAT
On Column Competent Matrices and Linear Complementarity Problem
Abstract We revisit the class of column competent matrices and study some matrix theoretic properties of this class. The local w-uniqueness of the solutions to the linear complementarity problem can
O C ] 3 0 M ay 2 01 9 More On Hidden Z-Matrices and Linear Complementarity Problem
In this article we study linear complementarity problem with hidden Z-matrix. We extend the results of Fiedler and Pták for the linear system in complementarity problem using game theoretic approach.
Bounded Homotopy Path Approach to Find the Solution of Linear Complementarity Problems
In this article, we introduce a new homotopy function to trace the trajectory by applying modified homotopy continuation method for finding the solution of the Linear Complementarity Problem. Earlier
On some properties of $\omega$-uniqueness in tensor complementarity problem
In this article we introduce column adequate tensor in the context of tensor complementarity problem and consider some important properties. The tensor complementarity problem is a class of nonlinear
Linear System with Hidden $Z$-Matrix and Complementary Condition
In this article we study a class of linear system formed by hidden $Z$-matrix with complementary condition. We extend the results of Fiedler and Pt{\'a}k for the linear system with complementary
Solution of Tensor Complementarity Problem Using Homotopy Function
The paper aims to propose a suitable method in finding the solution of tensor complementarity problem. The tensor complementarity problem is a subclass of nonlinear complementarity problems for which
Column competent tensors and tensor complementarity problem
In multilinear algebra, some special classes of matrices are extended to higher order structured tensors. The local w -uniqueness solution to the linear complementarity problem can be identified by
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