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The Q-property of a multiplicative transformation in semidefinite linear complementarity problemsPublished in International Linear Algebra Society
2007
Volume: 16
Pages: 419 - 428
The Q-property of a multiplicative transformation AXAT in semidefinite linear complementarity problems is characterized when A is normal.
Topics: Complementarity theory (62)%62% related to the paper, Lemke's algorithm (60)%60% related to the paper, Mixed complementarity problem (58)%58% related to the paper, Linear complementarity problem (58)%58% related to the paper and Multiplicative function (56)%56% related to the paper
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About the journal
| Journal | Electronic Journal of Linear Algebra |
|---|---|
| Publisher | International Linear Algebra Society |
| ISSN | 10813810 |
| Open Access | False |
Authors (1)
R Balaji- On the Lipschitz continuity of the solution map in semidefinite linear complementarity problems
- Simple expressions for the long walk distance
- On the Lipschitz continuity of the solution map in linear complementarity problems over second-order cone
- A uniqueness result for linear complementarity problems over the Jordan spin algebra
