![[2509.17710] A posteriori existence for the Keller-Segel model via a finite volume](/static/img/curated/desks/afbytes-tech.png)
[2509.17710] A posteriori existence for the Keller-Segel model via a finite volume
Abstract page for arXiv paper 2509.17710: A posteriori existence for the Keller-Segel model via a finite volume - finite element scheme
America Forever Bytes
numerical analysis · AFBytes
Other
numerical analysis
Recent coverage
[2306.05677] A fast reduced order method for linear parabolic inverse source problems
Abstract page for arXiv paper 2306.05677: A fast reduced order method for linear parabolic inverse source problems
[2606.01718] Asymptotic Recovery in Fourier Spectral Methods for the Schrödinger Equation with Point Singularities
Abstract page for arXiv paper 2606.01718: Asymptotic Recovery in Fourier Spectral Methods for the Schrödinger Equation with Point Singularities
[2411.06844] A stable multiplicative dynamical low-rank discretization for the linear Boltzmann-BGK equation
Abstract page for arXiv paper 2411.06844: A stable multiplicative dynamical low-rank discretization for the linear Boltzmann-BGK equation
[2605.31553] Numerical analytical continuation of multivariate hypergeometric functions
Abstract page for arXiv paper 2605.31553: Numerical analytical continuation of multivariate hypergeometric functions
[2605.28041] Conforming/Non-conforming Virtual Elements and application to elasticity problems in curved three-dimensional domains
Abstract page for arXiv paper 2605.28041: Conforming/Non-conforming Virtual Elements and application to elasticity problems in curved three-dimensional domains
[2605.28059] Convergence analysis of a parareal algorithm with multistep fine propagator
Abstract page for arXiv paper 2605.28059: Convergence analysis of a parareal algorithm with multistep fine propagator