Listar Dpto. Álgebra, Análisis Matemático, Geometría y Topología por autor "Cano Torres, José María"

Aviso: Si va a participar en la campaña de sexenios 2024, le recomendamos que deposite en UVaDoc de forma preferente las aportaciones que vaya a presentar a dicha convocatoria (opción Autoarchivo). El resto de sus publicaciones podrá subirlas al repositorio en cualquier otro momento. Gracias.

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Algebraic and Puiseux series solutions of systems of autonomous algebraic ODEs of dimension one in several variables

Cano Torres, José María ; Sendra Pons, Juan Rafael; Falkensteiner, Sebastian; Robertz, Daniel (2023)
Algebraic general solutions of algebraic ordinary differential equations

Aroca Hernández-Ros, José Manuel; Cano Torres, José María ; Feng, Ruyong; Gao, X.S. (2005)
Algebraic, Rational and Puiseux Series Solutions of Systems of Autonomous Algebraic ODEs of Dimension One

Cano Torres, José María ; Falkensteiner, Sebastian; Sendra Pons, Juan Rafael (2021)
Complexity of Puiseux solutions of differential and q-difference equations of order and degree one

Cano Torres, José María ; Fortuny Ayuso, Pedro; Ribón, Javier (2024)
Existence and convergence of Puiseux series solutions for autonomous first order differential equations

Cano Torres, José María ; Sendra Pons, Juan Rafael; Falkensteiner, Sebastian (2022)
Power Series Solutions of Non-linear q-Difference Equations and the Newton–Puiseux Polygon

Cano Torres, José María ; Fortuny Ayuso, Pedro (2022)
Puiseux Series and Algebraic Solutions of First Order Autonomous AODEs – A MAPLE Package

Boulier, François; Cano Torres, José María ; Falkensteiner, Sebastian; Sendra Pons, Juan Rafael (2021)
The local Poincaré problem for irreducible branches

Cano Torres, José María ; Fortuny Ayuso, Pedro; Ribón, Javier; Cano Torres, José María (2020)
The Newton Polygon Method for Differential Equations

Cano Torres, José María (2005)
The space of generalized formal power series solution of an ordinary differential equation

Fortuny Ayuso, Pedro; Cano Torres, José María (2009)

Listar Dpto. Álgebra, Análisis Matemático, Geometría y Topología por autor "Cano Torres, José María"

Algebraic and Puiseux series solutions of systems of autonomous algebraic ODEs of dimension one in several variables ﻿

Algebraic general solutions of algebraic ordinary differential equations ﻿

Algebraic, Rational and Puiseux Series Solutions of Systems of Autonomous Algebraic ODEs of Dimension One ﻿

Complexity of Puiseux solutions of differential and q-difference equations of order and degree one ﻿

Existence and convergence of Puiseux series solutions for autonomous first order differential equations ﻿

Power Series Solutions of Non-linear q-Difference Equations and the Newton–Puiseux Polygon ﻿

Puiseux Series and Algebraic Solutions of First Order Autonomous AODEs – A MAPLE Package ﻿

The local Poincaré problem for irreducible branches ﻿

The Newton Polygon Method for Differential Equations ﻿

The space of generalized formal power series solution of an ordinary differential equation ﻿

Algebraic and Puiseux series solutions of systems of autonomous algebraic ODEs of dimension one in several variables

Algebraic general solutions of algebraic ordinary differential equations

Algebraic, Rational and Puiseux Series Solutions of Systems of Autonomous Algebraic ODEs of Dimension One

Complexity of Puiseux solutions of differential and q-difference equations of order and degree one

Existence and convergence of Puiseux series solutions for autonomous first order differential equations

Power Series Solutions of Non-linear q-Difference Equations and the Newton–Puiseux Polygon

Puiseux Series and Algebraic Solutions of First Order Autonomous AODEs – A MAPLE Package

The local Poincaré problem for irreducible branches

The Newton Polygon Method for Differential Equations

The space of generalized formal power series solution of an ordinary differential equation