Robuta

https://arxiv.org/abs/2206.04753v4 [2206.04753v4] Loewner Theory for Bernstein functions I: evolution families and differential... Abstract page for arXiv paper 2206.04753v4: Loewner Theory for Bernstein functions I: evolution families and differential equations https://arxiv.org/abs/1501.01505v1 [1501.01505v1] Inertia of Loewner Matrices Abstract page for arXiv paper 1501.01505v1: Inertia of Loewner Matrices 1501inertialoewnermatrices https://deepai.org/publication/constructive-interpolation-points-selection-in-the-loewner-framework Constructive interpolation points selection in the Loewner framework | DeepAI Aug 30, 2021 - 08/30/21 - This note describes a constructive heuristic to select frequencies of interest within the context of reduced-order modelling by in... in theconstructiveinterpolationpointsselection https://arxiv.org/abs/2211.12442v3 [2211.12442v3] Loewner Theory for Bernstein functions II: applications to inhomogeneous... Abstract page for arXiv paper 2211.12442v3: Loewner Theory for Bernstein functions II: applications to inhomogeneous continuous-state branching processes 2211loewnertheory https://arxiv.org/abs/2411.02232 [2411.02232] Two-loop Loewner potentials Abstract page for arXiv paper 2411.02232: Two-loop Loewner potentials 241102232twolooploewner https://www.kth.se/en/om/upptack/kalender/disputationer/on-two-dimensional-conformal-geometry-related-to-the-schramm-loewner-evolution-1.939592 On two-dimensional conformal geometry related to the Schramm-Loewner evolution | KTH schramm loewner evolutiontwo dimensionalconformal geometry https://www.uib.no/node/58667 New developments in Loewner theory | Analysis and PDE | UiB Two new papers on Loewner theory published as a result of collaboration with the University of Seville analysis and pdenew developmentsloewnertheoryuib https://www.kth.se/math/kalender/eleftherios-theodosiadis-explicit-loewner-flows-and-their-geometry-1.1204956?date=2022-11-25&orgdate=2022-02-06&length=1&orglength=329 Eleftherios Theodosiadis: Explicit Loewner flows and their geometry | KTH eleftheriosexplicitloewnerflowsgeometry