Erwin Schrödinger International Institute for Mathematics and Physics (ESI)
The Erwin Schrödinger International Institute for Mathematics and Physics, founded in 1993 and part of the University of Vienna since 2011, is committed to the promotion of scholarly research in mathematics and physics.
In the beginning its focus was on mathematical physics and mathematics and it has gained an international reputation in these fields of research. Over the years, the thematic spectrum of its scientific activities has been carefully extended, while maintaining high scientific standards. Recently, the ESI has enlarged its fields of competence to include theoretical, computational and experimental aspects of mathematics and physics.
It is the Institute’s foremost objective to advance scientific knowledge over broad ranges of fields and themes in mathematics and physics, with an emphasis on the interface between them.
Yoshihiro Tonegawa - Introduction to Brakke's Mean Curvature Flow, SRF Lecture Course, Part 2
Tomàś Roubíček - Brief notes about the energy and entropy budget in Earth's atmosphere, life due...
Enrico Valdinoci - Boundary continuity of nonlocal minimal surfaces in domains with singularities
María Soria-Carro - An Elliptic-Parabolic Free Boundary Problem with Discontinuous Data
Jiakun Liu - Free boundary problems in optimal transportation
Michele Caselli - Coercivity and Gamma-convergence of the p-energy of sphere-valued Sobolev maps
Mateusz Kwaśnicki - Liouville's theorems for Lévy operators
Marvin Weidner - Regularity for the nonlocal one-phase problem
Dennis Kriventsov - Non-minimizing and min-max solutions to Bernoulli problems
Jack Thompson - The nonlocal halfspace theorem
Gianmaria Verzini - Singular analysis of a shape optimization problem arising in population dynamic
Nicola Soave - Singularly perturbed elliptic systems modeling partial separation and their free...
Boryana Hadzhiyska - Searching for Primordial Non-Gaussianity: Spectroscopic Surveys & Zero-Bias...
Cora Uhlemann - Going Below and Beyond: A Dive into One-Point Statistics
Jens Jasche - Tracing Cosmic Origins: Building a Digital Twin of the Universe with Field-Level...
Йенс Штюкер - Гауссов лагранжев смещение галактики
Drew Jamieson - Simulating the Initial Conditions of the Universe
Ben Horowitz - Novel Forward Models and Solver-in-Loop Approaches for Joint Astrophysics...
Золтан Хайман - Влияние внутренних выравниваний на статистику слабого линзирования в гидродинамич...
Takahiro Nishimichi - A propagator-based approach to mitigate cosmic variance in cosmological...
Ken Osato - Field-level inference with differentiable GridSPT forward model
Florian List - DISCO-DJ: DIfferentiable Simulations for COsmology - Done with Jax
Ashim Sen Gupta - Abbreviating the simulation of structure formation in extended cosmologies
Laila Linke - Third-Order Weak Lensing as a Bridge to Simulation-Based Inference
Cornelius Rampf - Time-efficient cosmological simulations with and without a quantum analogue
Каролина Куэста-Лазаро — Неявный и явный вывод на уровне поля
Kazuyuki Akitsu - Do we really gain from field-level inference? A comparison with joint power...
David Alonso - Projected clustering: the information in N-point statistics
Chiara Moretti - Measuring dark energy without prior-volume effects
Adrian E. Bayer - Field-Level BAO Reconstruction and Beyond