Sfoglia Dpto. Matemática Aplicada per Autore "Angulo Torga, Óscar"

A convergence analysis for the approximation to the solution of an age-structured population model with infinite lifespan

Abia Llera, Luis María

; Angulo Torga, Óscar

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

(2025)

A mathematical model of multistage hematopoietic cell lineages

Adimy, Mostafa; Angulo Torga, Óscar

; Marquet, Catherine; Sebaa, Leila (2014)

A numerical study on the estimation of the stable size distribution for a cell population balance model

Abia Llera, Luis María

; Angulo Torga, Óscar

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

(2018)

A Second-Order Method for the Numerical Integration of a Size-Structured Cell Population Model

Angulo Torga, Óscar

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

(2015)

A second-order numerical method for a cell population model with asymmetric division

Angulo Torga, Óscar

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

(2017)

An age-structured population model with delayed and space-limited recruitment

Angulo Torga, Óscar

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

; Martínez Rodríguez, Julia

(2022)

Analysis of a semi-Lagrangian numerical method in a cell dwarfism model

Abia Llera, Luis María

; Angulo Torga, Óscar

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

(2022)

Analysis of an efficient integrator for a size-structured population model with a dynamical resource

Angulo Torga, Óscar

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

(2014)

Asymptotic behaviour of a mathematical model of hematopoietic stem cell dynamics

Adimy, Mostafa; Angulo Torga, Óscar

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

(2014)

Computational Study on the Dynamics of a Consumer-Resource Model: The Influence of the Growth Law in the Resource

Abia Llera, Luis María

; Angulo Torga, Óscar

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

(2021)

Natural grid numerical methods revisited in cell population balance models with asymmetric division

Angulo Torga, Óscar

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

(2016)

Numerical analysis of a cell dwarfism model

Abia Llera, Luis María

; Angulo Torga, Óscar

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

(2019)

Numerical Analysis of a Size-Structured Population Model with a Dynamical Resource

Angulo Torga, Óscar

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

(2014)

Numerical approximation and convergence to steady state solutions of a model for the dynamics of the sexual phase of Monogonont rotifera

Abia Llera, Luis María

; Angulo Torga, Óscar

; López Marcos, Juan Carlos

(2025)

Numerical Approximation of a Nonlinear Age-Structured Population Model with Finite Life-Span

Abia Llera, Luis María

; Angulo Torga, Óscar

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

(2025)

Numerical approximation of finite life‐span age‐structured population models

Abia Llera, Luis María

; Angulo Torga, Óscar

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

(2022)

Numerical integration of a hierarchically size-structured population model with contest competition

Angulo Torga, Óscar

; Abia Llera, Luis María

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

(2014)

Numerical integration of an age-structured population model with infinite life span

Abia Llera, Luis María

; Angulo Torga, Óscar

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

(2022)

Second-order numerical integration of a size-structured cell population model with asymmetric division.

Angulo Torga, Óscar

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

(2015)

Second-order numerical integration of a size-structured cell population model with equal fission

Angulo Torga, Óscar

; López Marcos, Juan Carlos

; López Marcos, Miguel Ángel

(2015)

Sfoglia Dpto. Matemática Aplicada per Autore "Angulo Torga, Óscar"

A convergence analysis for the approximation to the solution of an age-structured population model with infinite lifespan ﻿

A mathematical model of multistage hematopoietic cell lineages ﻿

A numerical study on the estimation of the stable size distribution for a cell population balance model ﻿

A Second-Order Method for the Numerical Integration of a Size-Structured Cell Population Model ﻿

A second-order numerical method for a cell population model with asymmetric division ﻿

An age-structured population model with delayed and space-limited recruitment ﻿

Analysis of a semi-Lagrangian numerical method in a cell dwarfism model ﻿

Analysis of an efficient integrator for a size-structured population model with a dynamical resource ﻿

Asymptotic behaviour of a mathematical model of hematopoietic stem cell dynamics ﻿

Computational Study on the Dynamics of a Consumer-Resource Model: The Influence of the Growth Law in the Resource ﻿

Natural grid numerical methods revisited in cell population balance models with asymmetric division ﻿

Numerical analysis of a cell dwarfism model ﻿

Numerical Analysis of a Size-Structured Population Model with a Dynamical Resource ﻿

Numerical approximation and convergence to steady state solutions of a model for the dynamics of the sexual phase of Monogonont rotifera ﻿

Numerical Approximation of a Nonlinear Age-Structured Population Model with Finite Life-Span ﻿

Numerical approximation of finite life‐span age‐structured population models ﻿

Numerical integration of a hierarchically size-structured population model with contest competition ﻿

Numerical integration of an age-structured population model with infinite life span ﻿

Second-order numerical integration of a size-structured cell population model with asymmetric division. ﻿

Second-order numerical integration of a size-structured cell population model with equal fission ﻿

A convergence analysis for the approximation to the solution of an age-structured population model with infinite lifespan

A mathematical model of multistage hematopoietic cell lineages

A numerical study on the estimation of the stable size distribution for a cell population balance model

A Second-Order Method for the Numerical Integration of a Size-Structured Cell Population Model

A second-order numerical method for a cell population model with asymmetric division

An age-structured population model with delayed and space-limited recruitment

Analysis of a semi-Lagrangian numerical method in a cell dwarfism model

Analysis of an efficient integrator for a size-structured population model with a dynamical resource

Asymptotic behaviour of a mathematical model of hematopoietic stem cell dynamics

Computational Study on the Dynamics of a Consumer-Resource Model: The Influence of the Growth Law in the Resource

Natural grid numerical methods revisited in cell population balance models with asymmetric division

Numerical analysis of a cell dwarfism model

Numerical Analysis of a Size-Structured Population Model with a Dynamical Resource

Numerical approximation and convergence to steady state solutions of a model for the dynamics of the sexual phase of Monogonont rotifera

Numerical Approximation of a Nonlinear Age-Structured Population Model with Finite Life-Span

Numerical approximation of finite life‐span age‐structured population models

Numerical integration of a hierarchically size-structured population model with contest competition

Numerical integration of an age-structured population model with infinite life span

Second-order numerical integration of a size-structured cell population model with asymmetric division.

Second-order numerical integration of a size-structured cell population model with equal fission