Pablo Pedregal

Pablo Pedregal, Jorge Tiago, P. Pedregal, 2009, Proceedings of the 48h IEEE Conference on Decision and Control (CDC) held jointly with 2009 28th Chinese Control Conference.

Computational Methods for Nonlinear Programming

Enrique Castillo, Pablo Pedregal, Natalia Alguacil, 2011 .

Weak Limits in Nonlinear Conductivity

Pablo Pedregal, 2015, SIAM J. Math. Anal..

A Review of an Optimal Design Problem for a Plate of Variable Thickness

Pablo Pedregal, Julio Muñoz, P. Pedregal, 2007, SIAM J. Control. Optim..

Some Useful Modeling Tricks

Enrique Castillo, Pablo Pedregal, Natalia Alguacil, 2011 .

Some non-linear systems of PDEs related to inverse problems in conductivity

Pablo Pedregal, Faustino Maestre, 2021 .

Optimal Control of Soft Materials Using a Hausdorff Distance Functional

Pablo Pedregal, Rogelio Ortigosa, Francisco Periago, 2021, SIAM J. Control. Optim..

On a general variational framework for existence and uniqueness in Differential Equations

Pablo Pedregal, P. Pedregal, 2021, Annales Mathématiques Blaise Pascal.

On non-locality in the calculus of variations

Pablo Pedregal, 2021 .

A necessary and sufficient condition for the weak lower semicontinuity of one-dimensional non-local variational integrals

Pablo Pedregal, P. Pedregal, Jonathan J. Bevan, 2006, Proceedings of the Royal Society of Edinburgh: Section A Mathematics.

Characterizations of young measures generated by gradients

Pablo Pedregal, David Kinderlehrer, D. Kinderlehrer, 1991 .

Relaxation of an optimal design problem in fracture mechanic: the anti-plane case

Pablo Pedregal, Arnaud Münch, 2010 .

On the relaxation of an optimal design problem for plates

Pablo Pedregal, Julio Muñoz, P. Pedregal, 1998 .

Direct Numerical Algorithm for Constrained Variational Problems

Pablo Pedregal, 2017 .

Analysis of Concentration and Oscillation Effects Generated by Gradients

Irene Fonseca, Pablo Pedregal, Stefan Müller, 1998 .

Numerical null controllability of the heat equation through a least squares and variational approach

Pablo Pedregal, Arnaud Münch, A. Münch, 2014, European Journal of Applied Mathematics.

Constrained envelope for a general class of design problems

Pablo Pedregal, Ernesto Aranda, 2003 .

Optimal design of a plate of variable thickness: a variational approach in dimension one

Pablo Pedregal, Alberto Donoso, 2003 .

A refinement on existence results in nonconvex optimal control

Pablo Pedregal, Julio Muñoz, P. Pedregal, 2001 .

Optimal Design in Two-Dimensional Conductivity for a General Cost Depending on the Field

Pablo Pedregal, 2006 .

Weak convergence of integrands and the young measure representation

Pablo Pedregal, David Kinderlehrer, D. Kinderlehrer, 1992 .

Laminates and microstructure

Pablo Pedregal, P. Pedregal, 1993, European Journal of Applied Mathematics.

Gradient Young measures generated by sequences in Sobolev spaces

Pablo Pedregal, David Kinderlehrer, D. Kinderlehrer, 1994 .

Optimal Internal Stabilization of the Linear System of Elasticity

Pablo Pedregal, Arnaud Münch, Francisco Periago, 2009 .

A Numerical Method of Local Energy Decay for the Boundary Controllability of Time‐Reversible Distributed Parameter Systems

Pablo Pedregal, Francisco Periago, P. Pedregal, 2008 .

Numerical approximation of parametrized measures

Pablo Pedregal, P. Pedregal, 1995 .

A Variational Approach for the Navier–Stokes System

Pablo Pedregal, P. Pedregal, 2012 .

A least-squares formulation for the approximation of null controls for the Stokes system

Pablo Pedregal, Arnaud Münch, A. Münch, 2013 .

On the numerical analysis of non-convex variational problems

Pablo Pedregal, P. Pedregal, 1996 .

Addendum to the paper: Hyperelasticity as a $$\Gamma $$Γ-limit of peridynamics when the horizon goes to zero

Pablo Pedregal, Carlos Mora-Corral, José C. Bellido, 2015 .

Quasiconvexification in 3-D for a variational reformulation of an optimal design problem in conductivity

Pablo Pedregal, Faustino Maestre, P. Pedregal, 2006 .

Fully explicit quasiconvexification of the mean-square deviation of the gradient of the state in optimal design

Pablo Pedregal, P. Pedregal, 2001 .

On two-dimensional ferromagnetism

Pablo Pedregal, Baisheng Yan, 2009, Proceedings of the Royal Society of Edinburgh: Section A Mathematics.

Relaxation in magnetostriction

Pablo Pedregal, P. Pedregal, 2000 .

OPTIMAL DESIGN OF THE DAMPING SET FOR THE STABILIZATION OF THE WAVE EQUATION

Pablo Pedregal, Arnaud Münch, Francisco Periago, 2006 .

Mixed‐Integer Linear Programming

Pablo Pedregal, Natalia Alguacil, Antonio J. Gonejo, 2011 .

Optimization, relaxation and Young measures

Pablo Pedregal, P. Pedregal, 1999 .

New Existence Result for Autonomous One-Dimensional Optimal Control Problems

Pablo Pedregal, Jorge Tiago, 2007 .

Optimal design of 2D conducting graded materials by minimizing quadratic functionals in the field

Pablo Pedregal, Alberto Donoso, 2005 .

Relaxation of an optimal design problem for the heat equation

Pablo Pedregal, Arnaud Münch, Francisco Periago, 2008 .

Energy functional depending on elastic strain and chemical composition

Irene Fonseca, Pablo Pedregal, David Kinderlehrer, 1994 .

A variational perspective on controllability

Pablo Pedregal, 2010 .

Hyperelasticity as a $$\Gamma $$Γ-limit of peridynamics when the horizon goes to zero

Pablo Pedregal, J. C. Bellido, Carlos Mora-Corral, 2015 .

Optimal design under the one-dimensional wave equation

Pablo Pedregal, Arnaud Münch, Faustino Maestre, 2008 .

Corrigendum: A variational perspective on controllability (2010 Inverse Problems 26 015004)

Pablo Pedregal, 2014 .

On the Generality of Variational Principles

Pablo Pedregal, P. Pedregal, 2003 .

Quasiconvexification of sets in optimal design

Pablo Pedregal, Omar Boussaid, 2009 .

A variational approach to a shape design problem for the wave equation

Pablo Pedregal, Arnaud Münch, Francisco Periago, 2006 .

The Method of Moments for Nonconvex Variational Problems

Pablo Pedregal, Juan José Egozcue, René Meziat, 2001 .

Jensen's inequality in the calculus of variations

Pablo Pedregal, H. Brezis, P. Pedregal, 1994, Differential and Integral Equations.