#stability

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10 papers match

math.OC2026

The Existence and Stability of Generalized Multi-Source Weber Problems

V. S. T. Long, N. M. Nam, T. H. Tai +1

The paper investigates a generalized multi-source Weber problem with set-valued targets using minimal time functions, establishing existence of solutions, their qualitative propert…

#weber problem#set-valued analysis#minimal time functions#stability
cs.CL2026

CACHE-UK: A Stability-Aware Memory Editor for Sequentially Updated Quantized LLMs in Finance

Anubhav Lakra, Yue Feng

The paper introduces CACHE-UK, a stability-aware memory editing framework for 4-bit quantized large language models used in UK finance, which reduces knowledge degradation during s…

#large language models#quantization#memory editing#financial domain
math.AT2026

Stability of persistent path homology of path complexes

Chris Kapulkin, Kyle Koyanagi

The paper proves that the persistent path homology of path complexes is stable under perturbations, and extends this stability to hypergraphs, sequence hypergraphs, and digraphs.

#persistent homology#path complexes#hypergraphs#stability
math.OC2026

Energy decay and weak observability for some evolution systems

Kaïs Ammari, Faouzi Triki

The paper shows that, under suitable conditions, weak observability and energy decay are equivalent properties for a class of dissipative evolution operators, linking stability est…

#weak observability#energy decay#dissipative operators#evolution equations
math.AP2026

Strict Lyapunov function for the one-dimensional linear wave equation with a locally distributed damping

Jean-Michel Coron

The paper presents an explicit strict Lyapunov function to prove stability for the one‑dimensional linear wave equation with locally distributed damping and Dirichlet boundary cond…

#wave equation#lyapunov function#damping#boundary conditions
math.AP2026

Serrin's Problem under Dirichlet Perturbations: Geometric Compactness and Sharp Planar Stability

Qinfeng Li, Weihong Xie, Hang Yang

The paper studies the stability of Serrin's overdetermined problem under Dirichlet perturbations in two dimensions, proving sharp quantitative convergence to a disk for convex doma…

#serrin's problem#overdetermined boundary value#planar convex domains#stability