Parthasarathy T.

T. Parthasarathy

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Found 9 papers in total
On the Lipschitz continuity of the solution map in semidefinite linear complementarity problems
On the Lipschitz continuity of the solution map in semidefinite linear complementarity problems
2005
In this paper, we investigate the Lipschitz continuity of the solution map in...
Relationship between strong monotonicity property, P2-property, and the Globally Uniquely Solvable (GUS)-property in semidefinite linear complementarity problems
Relationship between strong monotonicity property, P2-property, and the Globally Uniquely Solvable (GUS)-property in semidefinite linear complementarity problems
2002
In the recent paper on semidefinite linear complementarity problems, Gowda and Song...
Stability and largeness of core for symmetric games
Stability and largeness of core for symmetric games
2000
Largeness of the core is sufficient for stability of the core. In general the...
Vertical linear complementarity and discounted zero-sum stochastic games with ARAT structure
Vertical linear complementarity and discounted zero-sum stochastic games with ARAT structure
1999
In this paper we consider a two-person zero-sum discounted stochastic game with ARAT...
Fully copositive matrices
Fully copositive matrices
1998
The class of fully copositive ( C f 0 ) matrices is a subclass of fully semimonotone...
Lipschitzian Q-matrices are P-matrices
Lipschitzian Q-matrices are P-matrices
1996
In this note, we show that Lipschitzian Q -matrices are P -matrices by obtaining a...
On co-positive, semi-monotone Q-matrices
On co-positive, semi-monotone Q-matrices
1995
In this paper the authors consider not necessarily symmetric co-positive as well as...
The linear complementarity problem with exact order matrices
The linear complementarity problem with exact order matrices
1994
A real n by n matrix A is called an N(P)- matrix of exact order k, if the principal...
A copositive Q-matrix which is not R0.
A copositive Q-matrix which is not R0.
1993
Jeter and Pye gave an example to show that Pang’s conjecture, that L 1...
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