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A QP-FREE AND SUPERLINEARLY CONVERGENT ALGORITHM FOR INEQUALITY CONSTRAINED OPTIMIZATIONS 被引量:3
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作者 徐以凡 王薇 《Acta Mathematica Scientia》 SCIE CSCD 2001年第1期121-130,共10页
In this paper, a new mixed quasi-Newton method for inequality constrained optimization problems is proposed. The feature of the method is that only the systems of linear equations are solved in each iteration, other t... In this paper, a new mixed quasi-Newton method for inequality constrained optimization problems is proposed. The feature of the method is that only the systems of linear equations are solved in each iteration, other than the quadratic programming, which decrease the amount of computations and is also efficient for large scale problem. Under some mild assumptions without the strict complementary condition., the method is globally and superlinearly convergent. 展开更多
关键词 quasi-Newton method strict complementary condition global convergence superlinear convergence
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A MIXED SUPERLINEARLY CONVERGENT ALGORITHM WITH NONMONOTONE SEARCH FOR CONSTRAINED OPTIMIZATIONS
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作者 XuYifan WangWei 《Applied Mathematics(A Journal of Chinese Universities)》 SCIE CSCD 2000年第2期211-219,共9页
In the paper, a new mixed algorithm combined with schemes of nonmonotone line search, the systems of linear equations for higher order modification and sequential quadratic programming for constrained optimizations is... In the paper, a new mixed algorithm combined with schemes of nonmonotone line search, the systems of linear equations for higher order modification and sequential quadratic programming for constrained optimizations is presented. Under some weaker assumptions,without strict complementary condition, the algorithm is globally and superlinearly convergent. 展开更多
关键词 Strict complementary condition nonmonotone line search constrained optimization convergence.
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Mechanical model of round window membrane under reverse excitation 被引量:2
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作者 Yiqiang CHEN Wenjuan YAO 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI CSCD 2016年第10期1341-1348,共8页
According to the vibration characteristics of the round window, a mechani- cal model of a round window membrane is established. The Euler equation of the round window and the complementary boundary conditions are deri... According to the vibration characteristics of the round window, a mechani- cal model of a round window membrane is established. The Euler equation of the round window and the complementary boundary conditions are derived by the variational prin- ciple. Combined with the Bessel function, an analytical solution of the round window displacement is obtained by MATHEMATICA. Combined with clinical characteristics of round window membrane lesion, the effect of sound transmission due to thickening of the round window membrane caused by the otitis media, shrinkage of the round window membrane area caused by otosclerosis, and hardening of the round window membrane itself is analyzed. The results show that with thickening of the round window membrane, the displacement of the round window membrane is decreased. In the meantime, with hardening of the round window membrane and shrinkage of the membrane area, the max- imum displacement Of the round window membrane is gradually reduced, leading to a decrease in sound transmission. Thus, the analyticM analysis can avoid interference of environment and the technical level of personnel, and it can evaluate transmission per- formance of the round window membrane efficiently, providing a theoretical basis for the reverse excitation of artificial prosthesis. 展开更多
关键词 round window variational principle Euler equation complementary boundary condition Bessel function
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A FEASIBLE AND SUPERLINEAR ALGORITHM FOR INEQUALITY CONSTRAINED MINIMIZATION PROBLEMS
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作者 徐以汎 王薇 《Acta Mathematicae Applicatae Sinica》 SCIE CSCD 2000年第1期36-41,共6页
In this paper, a new algorithm for inequality constrained optimization problems is presented. The algorithm is feasible and is globally and superlinearly convergent under some weaker assumptions - without strict comp... In this paper, a new algorithm for inequality constrained optimization problems is presented. The algorithm is feasible and is globally and superlinearly convergent under some weaker assumptions - without strict complementary condition. 展开更多
关键词 Strict complementary condition global convergence superlinear convergence
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