José C. M. Duque

most citedViscosity solution of a Delta Greek nonlinear Black-Scholes equation

1 citations · 1 across the 4 of their papers we have counts for

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math.NA2022

Numerical Solution for a Class of Evolution Differential Equations with $p$ -Laplacian and Memory

Rui M. P. Almeida, José C. M. Duque, Belchior C. X. Mário

In this paper we make a study of a partial integral differential equation with $p$ -Laplacian using a mixed finite element method. Two stable and convergent fixed point schemes are…

math.NA2022

A Mixed Finite Element Method for a Class of Evolution Differential Equations with $p$ -Laplacian and Memory

Rui M. P. Almeida, José C. M. Duque, Belchior C. X. Mário

We present a new mixed finite element method for a class of parabolic equations with $p$ -Laplacian and nonlinear memory. The applicability, stability and convergence of the method…

math.NA2022

Mixed finite element method for a beam equation with the p-biharmonic operator

Rui M. P. Almeida, José C. M. Duque, Jorge Ferreira +1

In this paper, we consider a nonlinear beam equation with the p-biharmonic operator, where $1 < p < \infty$ . Using a change of variable, we transform the problem into a system of d…

Numerical Solution for a Class of Evolution Differential Equations with p-Laplacian and Memory

A Mixed Finite Element Method for a Class of Evolution Differential Equations with p-Laplacian and Memory

Mixed finite element method for a beam equation with the p-biharmonic operator

Numerical Solution for a Class of Evolution Differential Equations with $p$ -Laplacian and Memory

A Mixed Finite Element Method for a Class of Evolution Differential Equations with $p$ -Laplacian and Memory