4 problems

The proposed regularization is based on $alpha\phi$-critical points of the Tikhonov functional … Here $alpha>0$, $phi$ is the additional term used in the critical-point constructio…

An optimization method evolves according to a dynamical system or algorithm for minimizing a function, and an adapted Tikhonov regularization term is a regularization term chosen i…

Let $B^s_{p,\infty}$ denote the Besov space of smoothness $s$, and consider Tikhonov regularization with Besov norm penalties for $p<2$. The rate under consideration is…

Minimum-norm convergence conjecture. Every orbit of $$ converges strongly to the unique element of ${\rm argmin}\,\Phi$ having minimal norm.