2020
DOI: 10.1360/n012019-00042
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The linear scalarizations and Lagrange multipliers for vector optimization

Abstract: An alternating direction method of multipliers for elliptic equation constrained optimization problem SCIENCE CHINA Mathematics 60, 361 (2017); A new look at the Lagrange method for continuous-time stochastic optimization SCIENCE CHINA Mathematics 55, 2247 (2012); Continuity for vector optimization problems with equilibrium constraints Science in China Series A-Mathematics 47, 65 (2004); On the existence and regularity of vector solutions for quasilinear systems with linear coupling

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Cited by 3 publications
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“…In the formula, i  represents the Lagrange multiplier [19] with the load intensity exceeding the standard; j  represents the Lagrange multiplier whose load intensity does not exceed the standard.…”
Section: Table Tennis Athletes' Psychological Load Monitoring Based O...mentioning
confidence: 99%
“…In the formula, i  represents the Lagrange multiplier [19] with the load intensity exceeding the standard; j  represents the Lagrange multiplier whose load intensity does not exceed the standard.…”
Section: Table Tennis Athletes' Psychological Load Monitoring Based O...mentioning
confidence: 99%