S. Treil

activity

19952024

most citedTwo weight estimate for the Hilbert transform and corona decomposition for non-doubling measures

56 citations · 317 across the 50 of their papers we have counts for

collaborators

Showing 2018Show all

2 papers · 1 filter

math.CA2018

"Small step" remodeling and counterexamples for weighted estimates with arbitrarily "smooth" weights

Spyridon Kakaroumpas, Sergei Treil

For an $A_{p}$ weight $w$ the norm of the Hilbert Transform in $L^{p} (w)$ , $1 < p < \infty$ is estimated by $[w]_{A_{p}}^{s}$ , where $[w]_{A_{p}}$ is the $A_{p}$ characteristic of the weight $w$ …

math.SP2018★ 15 cited

Matrix Measures and Finite Rank Perturbations of Self-adjoint Operators

Constanze Liaw, Sergei Treil

Matrix-valued measures provide a natural language for the theory of finite rank perturbations. In this paper we use this language to prove some new perturbation theoretic results.…