UniversidaddeCádiz

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Comunidades y colecciones

Mostrando ítems 1-11 de 11

A structure-preserving upwind DG scheme for a degenerate phase-field tumor model

Acosta Soba, Daniel; Guillén González, Francisco; Rodríguez Galván, José Rafael (2023-10-23)
An Unconditionally Energy Stable and Positive Upwind DG Scheme for the Keller–Segel Model

Acosta Soba, Daniel; Guillén González, Francisco; Rodríguez Galván, José Rafael (Springer, 2023-09-09)
An upwind DG scheme preserving the maximum principle for the convective Cahn-Hilliard model

Acosta Soba, Daniel; Guillén González, Francisco; Rodríguez Galván, José Rafael (SPRINGER, 2022-08)
Analysis and numerical simulation of tumor growth models

Acosta Soba, Daniel (2024-03-08)
Dissipative Gradient Nonlinearities Prevent δ-Formations in Local and Nonlocal Attraction–Repulsion Chemotaxis Models

Li, Tongxing; Acosta Soba, Daniel; Columbu, Alessandro; Viglialoro, Giuseppe (Wiley, 2025-02-04)
Introducción a las Redes Neuronales Físicamente Informadas

Ramos Misea, José María (2023-12-21)
Mathematical modeling of neuroblast migration toward the olfactory bulb

Acosta Soba, Daniel; Castro González, Carmen; Geribaldi Doldán, Noelia; Guillén González, Francisco; Nunez Abades, Pedro; Ortega Román, Noelia; Pérez García, Patricia; Rodríguez Galván, José Rafael (Elsevier, 2025)
Métodos de Galerkin discontinuos en modelos de campos de fase: aplicación a procesos tumorales

Acosta Soba, Daniel (2020-07-14)
Métodos de Galerkin discontinuos para la resolución numérica de EDP

Acosta Soba, Daniel (2019-07-04)
On a Linear DG Approximation of Chemotaxis Models with Damping Gradient Nonlinearities

Acosta Soba, Daniel; Columbu, Alessandro; Rodríguez Galván, José Rafael (Springer International Publishing AG, 2026)
Property-preserving numerical approximation of a Cahn–Hilliard–Navier–Stokes model with variable density and degenerate mobility

Acosta Soba, Daniel; Guillén González, Francisco; Rodríguez Galván, José Rafael; Wang, J. (Elsevier, 2024-11-14)