Global uniqueness with Lipschitz stability for two reaction coefficients and logarithmic stability for initial condition in a nonlinear cell invasion PDE, plus a decoupled numerical reconstruction method.
arXiv:2406.19479 , year=
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
years
2026 2representative citing papers
Rank-adaptive sweep-based SI-DSA with mild space augmentation matches full-rank accuracy and outer iterations while cutting memory and runtime for steady-state RTE even at 30–45% effective rank.
citing papers explorer
-
Recovering the initial condition and physical coefficients in a nonlinear PDE model of cell invasion
Global uniqueness with Lipschitz stability for two reaction coefficients and logarithmic stability for initial condition in a nonlinear cell invasion PDE, plus a decoupled numerical reconstruction method.
-
Highly Efficient Rank-Adaptive Sweep-based SI-DSA for the Radiative Transfer Equation via Mild Space Augmentation
Rank-adaptive sweep-based SI-DSA with mild space augmentation matches full-rank accuracy and outer iterations while cutting memory and runtime for steady-state RTE even at 30–45% effective rank.