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Mathematical models for cell migration: a non-local perspective
We provide a review of recent advancements in non-local continuous models for migration,
mainly from the perspective of its involvement in embryonal development and cancer …
mainly from the perspective of its involvement in embryonal development and cancer …
Locust collective motion and its modeling
Over the past decade, technological advances in experimental and animal tracking
techniques have motivated a renewed theoretical interest in animal collective motion and, in …
techniques have motivated a renewed theoretical interest in animal collective motion and, in …
Heterophilious dynamics enhances consensus
We review a general class of models for self-organized dynamics based on alignment. The
dynamics of such systems is governed solely by interactions among individuals or “agents,” …
dynamics of such systems is governed solely by interactions among individuals or “agents,” …
[KNIHA][B] Methods of small parameter in mathematical biology
J Banasiak, M Lachowicz - 2014 - Springer
Natural processes usually are driven by mechanisms widely differing from each other by the
time or space scale at which they operate. Thus, they should be described by appropriate …
time or space scale at which they operate. Thus, they should be described by appropriate …
On the difficult interplay between life," complexity", and mathematical sciences
This paper presents a revisiting, with developments, of the so-called kinetic theory for active
particles, with the main focus on the modeling of nonlinearly additive interactions. The …
particles, with the main focus on the modeling of nonlinearly additive interactions. The …
Turing and wave instabilities in hyperbolic reaction–diffusion systems: The role of second-order time derivatives and cross-diffusion terms on pattern formation
Hyperbolic reaction–diffusion equations have recently attracted attention both for their
application to a variety of biological and chemical phenomena, and for their distinct features …
application to a variety of biological and chemical phenomena, and for their distinct features …
Local and global existence for nonlocal multispecies advection-diffusion models
Nonlocal advection is a key process in a range of biological systems, from cells within
individuals to the movement of whole organisms. Consequently, in recent years, there has …
individuals to the movement of whole organisms. Consequently, in recent years, there has …
Kinetic models with non-local sensing determining cell polarization and speed according to independent cues
Cells move by run and tumble, a kind of dynamics in which the cell alternates runs over
straight lines and re-orientations. This erratic motion may be influenced by external factors …
straight lines and re-orientations. This erratic motion may be influenced by external factors …
On the numerical integration of scalar nonlocal conservation laws
We study a rather general class of 1D nonlocal conservation laws from a numerical point of
view. First, following [F. Betancourt, R. Bürger, KH Karlsen and EM Tory, On nonlocal …
view. First, following [F. Betancourt, R. Bürger, KH Karlsen and EM Tory, On nonlocal …
A kinetic theory approach to the dynamics of crowd evacuation from bounded domains
A mathematical model of the evacuation of a crowd from bounded domains is derived by a
hybrid approach with kinetic and macro-features. Interactions at the micro-scale, which …
hybrid approach with kinetic and macro-features. Interactions at the micro-scale, which …