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math.OC2024
Strong convergence of an inertial Tikhonov regularized dynamical system governed by a maximally comonotone operator
Zeng-Zhen Tan, Rong HU, Ya-Ping Fang
In a Hilbert framework, we consider an inertial Tikhonov regularized dynamical system governed by a maximally comonotone operator, where the damping coefficient is proportional to…
math.OC2024
Solving maximally comonotone inclusion problems via an implicit Newton-like inertial dynamical system and its discretization
Z. Z. Tan, R. Hu, Y. P. Fang
This paper deals with an implicit Newton-like inertial dynamical system governed by a maximally comonotone inclusion problem in a Hilbert space. Under suitable conditions, we estab…
math.OC2023
A second order dynamical system method for solving a maximal comonotone inclusion problem
Zengzhen Tan, Rong Hu, Yaping Fang
In this paper a second order dynamical system model is proposed for computing a zero of a maximal comonotone operator in Hilbert spaces. Under mild conditions, we prove existence a…