8 citations · 8 across the 3 of their papers we have counts for
3 papers
math.FA2024
Generic nonexpansive Hilbert space mappings
Davide Ravasini, Daylen K. Thimm
We consider a closed convex set in a separable, infinite-dimensional Hilbert space and endow the set of nonexpansive self-mappings on with the topology of…
math.FA2023
Most Iterations of Projections Converge
Daylen K. Thimm
Consider three closed linear subspaces and of a Hilbert space and the orthogonal projections and onto them. Halperin showed that a point in $…
math.FA2022★ 8 cited
Generic properties of nonexpansive mappings on unbounded domains
Christian Bargetz, Simeon Reich, Daylen Thimm
We investigate typical properties of nonexpansive mappings on unbounded complete hyperbolic metric spaces. For two families of metrics of uniform convergence on bounded sets, we sh…