Chemotaxis
Chemotaxis: approximation of PDEs models (parabolic, hyperbolic and kinetic models)
Keywords for this software
References in zbMATH (referenced in 170 articles , 1 standard article )
Showing results 1 to 20 of 170.
Sorted by year (- Carrillo, José A.; Fjordholm, Ulrik S.; Solem, Susanne: A second-order numerical method for the aggregation equations (2021)
- Atlas, Abdelghafour; Bendahmane, Mostafa; Karami, Fahd; Meskine, Driss; Zagour, Mohamed: Kinetic-fluid derivation and mathematical analysis of a nonlocal cross-diffusion-fluid system (2020)
- Benzakour Amine, M.: Linearized implicit methods based on a single-layer neural network: application to Keller-Segel models (2020)
- Carrillo, José A.; Kalliadasis, Serafim; Perez, Sergio P.; Shu, Chi-Wang: Well-balanced finite-volume schemes for hydrodynamic equations with general free energy (2020)
- Delarue, François; Lagoutière, Frédéric; Vauchelet, Nicolas: Convergence analysis of upwind type schemes for the aggregation equation with pointy potential (2020)
- Egger, Herbert; Schöbel-Kröhn, Lukas: Chemotaxis on networks: analysis and numerical approximation (2020)
- Guillén-González, F.; Rodríguez-Bellido, M. A.; Rueda-Gómez, D. A.: Study of a chemo-repulsion model with quadratic production. I: Analysis of the continuous problem and time-discrete numerical schemes (2020)
- Guillén-González, F.; Rodríguez-Bellido, M. A.; Rueda-Gómez, D. A.: Study of a chemo-repulsion model with quadratic production. II: Analysis of an unconditionally energy-stable fully discrete scheme (2020)
- Ha, Seung-Yeal; Kim, Doheon; Zou, Weiyuan: Slow flocking dynamics of the Cucker-Smale ensemble with a chemotactic movement in a temperature field (2020)
- Ibrahim, Moustafa; Quenjel, El Houssaine; Saad, Mazen: Positive nonlinear DDFV scheme for a degenerate parabolic system describing chemotaxis (2020)
- Li, Wuchen; Lu, Jianfeng; Wang, Li: Fisher information regularization schemes for Wasserstein gradient flows (2020)
- Loy, Nadia; Preziosi, Luigi: Kinetic models with non-local sensing determining cell polarization and speed according to independent cues (2020)
- Qiao, Zhonghua; Yang, Xuguang: A multiple-relaxation-time lattice Boltzmann method with beam-warming scheme for a coupled chemotaxis-fluid model (2020)
- Quenjel, El Houssaine; Saad, Mazen; Ghilani, Mustapha; Bessemoulin-Chatard, Marianne: Convergence of a positive nonlinear DDFV scheme for degenerate parabolic equations (2020)
- Shen, Jie; Xu, Jie: Unconditionally bound preserving and energy dissipative schemes for a class of Keller-Segel equations (2020)
- Zhao, Shubo; Xiao, Xufeng; Zhao, Jianping; Feng, Xinlong: A Petrov-Galerkin finite element method for simulating chemotaxis models on stationary surfaces (2020)
- Borsche, Raul; Klar, Axel; Schneider, Florian: Kinetic and moment models for cell motion in fiber structures (2019)
- Buono, Pietro-Luciano; Eftimie, Raluca; Kovacic, Mitchell; van Veen, Lennaert: Kinetic models for pattern formation in animal aggregations: a symmetry and bifurcation approach (2019)
- Burini, D.; Chouhad, N.: A multiscale view of nonlinear diffusion in biology: from cells to tissues (2019)
- Chertock, Alina; Kurganov, Alexander: High-resolution positivity and asymptotic preserving numerical methods for chemotaxis and related models (2019)