Pages that link to "Item:Q1431946"

The following pages link to Localization in lattice and continuum models of reinforced random walks (Q1431946):

Displaying 19 items.

• Discrete and continuous approaches to modeling cell movement in the presence of a foreign stimulus (Q692232) (← links)
• From microscopic to macroscopic descriptions of cell migration on growing domains (Q977683) (← links)
• Localization of a two-dimensional random walk with an attractive path interaction (Q1336570) (← links)
• Localization of random walks and vibrational excitations in random fractal structures (Q1392874) (← links)
• Localization transition of \(d\)-friendly walkers (Q1396758) (← links)
• Localization in lattice and continuum models of reinforced random walks (Q1431946) (← links)
• Structural properties of conditioned random walks on integer lattices with random local constraints (Q1983060) (← links)
• A grid function formulation of a class of ill-posed parabolic equations (Q2214678) (← links)
• Continuum and lattice models analysis of the aggregation diffusion cell movement (Q2297135) (← links)
• Modelling cell migration strategies in the extracellular matrix (Q2339992) (← links)
• Localization for linearly edge reinforced random walks (Q2450255) (← links)
• Multi-level pinning problems for random walks and self-avoiding lattice paths (Q2514323) (← links)
• The $\Gamma $-limit and the related gradient flow for singular perturbation functionals of Perona-Malik type (Q3522293) (← links)
• Upper bounds on the coarsening rate of discrete, ill‐posed nonlinear diffusion equations (Q3548714) (← links)
• LOCALIZATION OF FRACTONS, RANDOM WALKS AND LINEAR POLYMERS IN PERCOLATION (Q4348261) (← links)
• Global solvability and explicit bounds for non-local adhesion models (Q4581343) (← links)
• Stable Steady-State Solutions of Some Biological Aggregation Models (Q4997157) (← links)
• Biological modeling with nonlocal advection–diffusion equations (Q6125052) (← links)
• Regularizations of forward-backward parabolic PDEs (Q6664950) (← links)