Notes on the optimization problems corresponding to polynomial complementarity problems

VT Hieu, Y Wei, JC Yao - Journal of Optimization Theory and Applications, 2020 - Springer
This work is motivated by a conjecture of Che et al.(J Optim Theory Appl 168: 475–487,
2016) which says that if the feasible region of a tensor complementarity problem is …
被引用次数：10 相关文章

Notes on the Optimization Problems Corresponding to Polynomial Complementarity Problems

HV Trung, Y Wei - Journal of Optimization Theory and …, 2020 - search.proquest.com
This work is motivated by a conjecture of Che et al.(J Optim Theory Appl 168: 475–487,
2016) which says that if the feasible region of a tensor complementarity problem is …

Notes on the Optimization Problems Corresponding to Polynomial Complementarity Problems

VT Hieu, Y Wei, JC Yao - Journal of Optimization Theory and …, 2020 - ideas.repec.org
This work is motivated by a conjecture of Che et al.(J Optim Theory Appl 168: 475–487,
2016) which says that if the feasible region of a tensor complementarity problem is …

Notes on the Optimization Problems Corresponding to Polynomial Complementarity Problems

VT Hieu, Y Wei, JC Yao - Journal of Optimization Theory and …, 2020 - econpapers.repec.org
This work is motivated by a conjecture of Che et al.(J Optim Theory Appl 168: 475–487,
2016) which says that if the feasible region of a tensor complementarity problem is …

Notes on the Optimization Problems Corresponding to Polynomial Complementarity Problems

VT Hieu, Y Wei, JC Yao - Journal of Optimization Theory and …, 2020 - dl.acm.org
This work is motivated by a conjecture of Che et al.(J Optim Theory Appl 168: 475–487,
2016) which says that if the feasible region of a tensor complementarity problem is …

Notes on the Optimization Problems Corresponding to Polynomial Complementarity Problems.

VT Hieu, Y Wei, JC Yao - Journal of Optimization Theory & …, 2020 - search.ebscohost.com
This work is motivated by a conjecture of Che et al.(J Optim Theory Appl 168: 475–487,
2016) which says that if the feasible region of a tensor complementarity problem is …