Hamilton-Jacobi equations on infinite dimensional spaces
Hamilton-Jacobi equations on infinite dimensional spaces
Daniela Tonon (Università di Padova)
Abstract: ...
Seminari di matematica applicata
Settembre 2022
Two-phase flows with bulk-surface interaction: A Navier-Stokes-Cahn-Hilliard model with dynamic boundary conditions
Two-phase flows with bulk-surface interaction: A Navier-Stokes-Cahn-Hilliard model with dynamic ...
Luglio 2022
Deep Neural Network Algorithms for Oscillatory Flows, Causality Operators and High Dimensional Fokker-Planck Equations
Deep Neural Network Algorithms for Oscillatory Flows, Causality Operators and ...
Giugno 2022
Ensemble optimal control: ResNets, diffeomorphisms approximation and Normalizing Flows
Ensemble optimal control: ResNets, diffeomorphisms approximation and Normalizing Flows
Alessandro Scagliotti ...
Inexact Spectral Deferred Correction Methods for Long-Time Integration
Inexact Spectral Deferred Correction Methods for Long-Time Integration
Martin Weiser, Zuse ...
Imposing contiguity constraints in political districting models
Imposing contiguity constraints in political districting models
Austin Buchanan (Oklahoma State ...
Convex hull of a monomial on a two-variable conic domain
Convex hull of a monomial on a two-variable conic domain
Pietro ...
Maggio 2022
Deterministic particle approximations for nonlocal transport equations
Deterministic particle approximations for nonlocal transport equations
Emanuela Radici (EPFL)
Abstract: We consider ...
A Bayesian approach to the problem of forecast reconciliation
A Bayesian approach to the problem of forecast reconciliation
Giorgio Corani ...
Best low-rank approximations and Kolmogorov n-width
Best low-rank approximations and Kolmogorov n-width
Espen Sande (EPFL)
Abstract: It is well ...
The slow-actuation limit for a rate-independent model of crawling locomotion
The slow-actuation limit for a rate-independent model of crawling locomotion
Paolo ...
Aprile 2022
The Helmholtz boundary element method does not suffer from the pollution effect
The Helmholtz boundary element method does not suffer from the ...
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