Computational Methods for Elastoplasticity: An Overview of Conventional and Less-Conventional Approaches
The need of accurately reproducing the behaviour of elastoplastic materials in
computational environments for the solution of engineering problems motivates the …
computational environments for the solution of engineering problems motivates the …
Unified smoothing functions for absolute value equation associated with second-order cone
In this paper, we explore a unified way to construct smoothing functions for solving the
absolute value equation associated with second-order cone (SOCAVE). Numerical …
absolute value equation associated with second-order cone (SOCAVE). Numerical …
A nonmonotone smoothing Newton algorithm for weighted complementarity problem
J Tang, H Zhang - Journal of Optimization Theory and Applications, 2021 - Springer
The weighted complementarity problem (denoted by WCP) significantly extends the general
complementarity problem and can be used for modeling a larger class of problems from …
complementarity problem and can be used for modeling a larger class of problems from …
[HTML][HTML] Phase field fracture in elastoplastic solids: a stress-state, strain-rate, and orientation dependent model in explicit dynamics and its applications to additively …
Phase field models have gained increasing popularity in analysing fracture behaviour of
materials. However, few studies have been explored to simulate dynamic ductile fracture to …
materials. However, few studies have been explored to simulate dynamic ductile fracture to …
A smoothing Newton method for absolute value equation associated with second-order cone
In this paper, we consider the smoothing Newton method for solving a type of absolute value
equations associated with second order cone (SOCAVE for short), which is a generalization …
equations associated with second order cone (SOCAVE for short), which is a generalization …
An accelerated smoothing Newton method with cubic convergence for weighted complementarity problems
J Tang, J Zhou, H Zhang - Journal of Optimization Theory and Applications, 2023 - Springer
Smoothing Newton methods, which usually inherit local quadratic convergence rate, have
been successfully applied to solve various mathematical programming problems. In this …
been successfully applied to solve various mathematical programming problems. In this …
[PDF][PDF] Levenberg-Marquardt method for absolute value equation associated with second-order cone
XH Miao, K Yao, CY Yang, JS Chen - Numer. Algebra Control …, 2022 - math.ntnu.edu.tw
In this paper, we suggest the Levenberg-Marquardt method with Armijo line search for
solving absolute value equations associated with the second-order cone (SOCAVE for …
solving absolute value equations associated with the second-order cone (SOCAVE for …
[BOOK][B] SOC functions
JS Chen, JS Chen - 2019 - Springer
During the past two decades, there have been active research for second-order cone
programs (SOCPs) and second-order cone complementarity problems (SOCCPs). Various …
programs (SOCPs) and second-order cone complementarity problems (SOCCPs). Various …
An inexact semismooth Newton SAA-based algorithm for stochastic nonsmooth SOC complementarity problems with application to a stochastic power flow …
PB Chen, GH Lin, ZP Yang - Journal of Computational and Applied …, 2025 - Elsevier
In this paper, we study a stochastic nonsmooth second-order cone complementarity problem
(SNS-SOCCP), in which the mathematical expectations are involved and the function is …
(SNS-SOCCP), in which the mathematical expectations are involved and the function is …
Discovery of new complementarity functions for NCP and SOCCP
It is well known that complementarity functions play an important role in dealing with
complementarity problems. In this paper, we propose a few new classes of complementarity …
complementarity problems. In this paper, we propose a few new classes of complementarity …