Search Results - "Interior-point methods"

Efficient and Near-Optimal Online Portfolio Selection.

Authors: Jézéquel, Rémi Ostrovskii, Dmitrii Gaillard, Pierre

Source: Mathematics of Operations Research (INFORMS). May2026, Vol. 51 Issue 2, p1350-1384. 35p.

Novel approach to optimizing express–local metro train timetable considering multiple train stopping patterns.

Authors: Ye, Mao Zhang, Renjie Lai, Yuanwen et al.

Source: Canadian Journal of Civil Engineering. 2025, Vol. 52 Issue 6, p1060-1075. 16p.

Interior-Point Optimization for Engineering Design: Implementation of the Karmarkar Algorithm in Structural and Water Resource Problems.

Authors: Flores-Salinas, José Rios-Varillas, Cecilia Tineo-Córdova, Freddy et al.

Source: Algorithms. Jun2026, Vol. 19 Issue 6, p479. 16p.

A PRIMAL-DUAL INTERIOR POINT METHOD FOR COMPLEX-VARIABLE OPTIMIZATION PROBLEMS.

Authors: LAOUAR, MOUNIA BRAHIMI, MAHMOUD ZIADI, RAOUF et al.

Source: International Journal of Applied Mathematics & Computer Science. 2026, Vol. 36 Issue 2, p177-194. 18p.

OPTIMIZATION OF DRUG DIFFUSION IN BIOLOGICAL TISSUES USING INTERIOR POINT METHODS.

Authors: BENADJI, KHALID REDOUANE CHALEKH, RANDA DJEFFAL, EL AMIR et al.

Source: Gulf Journal of Mathematics. 2026, Vol. 23 Issue 1, p1-13. 13p.

Learning to Optimize Contextually Constrained Problems for Real-Time Decision Generation.

Authors: Babier, Aaron Chan, Timothy C. Y. Diamant, Adam et al.

Source: Management Science (INFORMS). Feb2025, Vol. 71 Issue 2, p1165-1186. 22p.

Worst-Case Iteration Bounds for Log Barrier Methods on Problems with Nonconvex Constraints.

Authors: Hinder, Oliver Ye, Yinyu

Source: Mathematics of Operations Research (INFORMS). Nov2024, Vol. 49 Issue 4, p2402-2424. 23p.

Quasi-Newton interior point method for solving nonlinear system of equations with box constraints.

Authors: Francisco, Juliano B.¹ (AUTHOR) juliano.francisco@ufsc.br

Source: Numerical Algorithms. Apr2026, Vol. 101 Issue 4, p2301-2331. 31p.

IPRSOCP: A Primal-Dual Interior-Point Relaxation Algorithm for Second-Order Cone Programming.

Authors: Zhang, Rui-Jin Wang, Zhao-Wei Liu, Xin-Wei et al.

Source: Journal of the Operations Research Society of China. Mar2026, Vol. 14 Issue 1, p1-31. 31p.

A theoretical and numerical study of an interior-point algorithm for convex quadratic semidefinite optimization.

Authors: Bendaas, Yasmina Achache, Mohamed

Source: RAIRO: Operations Research (2804-7303). 2025, Vol. 59 Issue 6, p3505-3521. 17p.

Subjects: Interior-point methods, Semidefinite programming, Polynomial time algorithms, Numerical analysis

Primal-Dual interior point method for LCP based on a new kernel function with a logarithmic barrier term.

Authors: Guemmaz, A. bderrahim Bounibane, Bachir Djeffal, El Amir

Source: Nonlinear Studies. 2026, Vol. 33 Issue 1, p377-388. 12p.

A CORRECTOR-PREDICTOR FEASIBLE INTERIOR-POINT ALGORITHM FOR P*(k)-WEIGHTED LINEAR COMPLEMENTARITY PROBLEM BASED ON THE ALGEBRAIC EQUIVALENT TRANSFORMATION.

Authors: CHI, XIAONI LESAJA, GORAN WANG, GUOQIANG

Source: Journal of Applied & Numerical Optimization. 2026, Vol. 8 Issue 1, p79-106. 28p.

AN EFFICIENT 2-PARAMETER HYPERBOLIC KERNEL-FUNCTION-BASED INTERIOR-POINT METHOD FOR LINEAR PROGRAMMING.

Authors: TOUIL, IMENE¹ touilimene@univ-jijel.dz

Source: Applicationes Mathematicae. 2026, Vol. 53 Issue 1, p13-35. 23p.

An improved search direction based on algebraic equivalent transformation technique for convex quadratic optimization.

Authors: Kraria, Aicha Merikhi, Bachir Benterki, Djamel

Source: Iranian Journal of Numerical Analysis & Optimization. 2026, Vol. 16 Issue 1, p220-242. 23p.

AN INFEASIBLE INTERIOR-POINT ALGORITHM FOR MONOTONE LINEAR COMPLEMENTARITY PROBLEMS BASED ON A FINITE HYPERBOLIC KERNEL FUNCTION.

Authors: GUERDOUH, SAFA CHIKOUCHE, WIDED KHEIRFAM, BEHROUZ

Source: Kybernetika. 2026, Vol. 62 Issue 1, p55-76. 22p.

AN IMPROVED DESCENT DIRECTION FOR PATH-FOLLOWING ALGORITHM IN MONOTONE LINEAR COMPLEMENTARITY PROBLEMS.

Authors: MENNICHE, LINDA ZAOUI, BILLEL BENTERKI, DJAMEL

Source: Kybernetika. 2026, Vol. 62 Issue 1, p35-54. 20p.

Efficiency and Convergence Insights in Large-Scale Optimization Using the Improved Inexact–Newton–Smart Algorithm and Interior-Point Framework.

Authors: Bagheri Renani, Neda Jaefarzadeh, Maryam Ševčovič, Daniel

Source: Mathematics (2227-7390). Nov2025, Vol. 13 Issue 22, p3657. 15p.

An Oblivious Ellipsoid Algorithm for Solving a System of (In)Feasible Linear Inequalities.

Authors: Lamperski, Jourdain Freund, Robert M. Todd, Michael J.

Source: Mathematics of Operations Research (INFORMS). Feb2024, Vol. 49 Issue 1, p204-231. 28p.

An adaptive cubic regularisation algorithm based on interior-point methods for optimization with general inequality constraints.

Authors: Pei, Yonggang Guo, Jingyi Zhu, Detong

Source: Computational Optimization & Applications. Jun2026, p1-55. 55p.

Energy Management of Industrial Energy Systems via Rolling Horizon and Hybrid Optimization: A Real-Plant Application in Germany.

Authors: Kyriakidis, Loukas Kansara, Rushit Roldán Serrano, Maria Isabel

Source: Energies (19961073). Aug2025, Vol. 18 Issue 15, p3977. 29p.

Subjects: Energy management, Interior-point methods, Mathematical programming, Surrogate-based optimization, Clean energy, Resource allocation, Forecasting methodology

Geographic Terms: Germany