FIGUEROA, SILVANO; GARAU, EDUARDO M.; MORIN, PEDRO

Error analysis for local coarsening in univariate spline spaces

APPLIED MATHEMATICS AND COMPUTATION; Año: 2024 vol. 472

ACTIS, MARCELO; MORIN, PEDRO; SCHNEIDER, CORNELIA

Approximation classes for adaptive time-stepping finite element methods

IMA JOURNAL OF NUMERICAL ANALYSIS; Lugar: Oxford; Año: 2022 p. 1 - 39

BÄNSCH, EBERHARD; MORIN, PEDRO

Convective transport in nanofluids: regularity of solutions and error estimates for finite element approximations

JOURNAL OF MATHEMATICAL FLUID MECHANICS; Lugar: BASEL; Año: 2021 vol. 23 p. 1 - 17

ACTIS, MARCELO; MORIN, PEDRO; PAULETTI, M. SEBASTIÁN

A new perspective on adaptive hierarchical B-splines

COMPUTERS & MATHEMATICS WITH APPLICATIONS (1987); Lugar: Amsterdam; Año: 2020 vol. 79 p. 2276 - 2303

BÄNSCH, E.; FAGHIH NAINI, SARA; MORIN, PEDRO

Convective transport in nanofluids: the stationary problem

JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS; Lugar: Amsterdam; Año: 2020

CHICCO-RUIZ, ANÍBAL LEONARDO; MORIN, PEDRO; PAULETTI, M. SEBASTIÁN

The shape derivative of the Gauss curvature

REVISTA DE LA UNIóN MATEMáTICA ARGENTINA; Lugar: Bahia Blanca; Año: 2018 vol. 59 p. 311 - 337

GASPOZ, FERNANDO; MORIN, PEDRO; VEESER, ANDREAS

A posteriori error estimates with point sources in fractional Sobolev spaces

Numerical Methods for Partial Differential Equations; Año: 2017 vol. 33 p. 1018 - 1042

GARAU, EDUARDO M.; MORIN, PEDRO

Adaptive control of local errors for elliptic problems using weighted Sobolev norms

NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS; Lugar: New York; Año: 2017 vol. 33 p. 1266 - 1282

CHICCO-RUIZ, ANÍBAL LEONARDO; MORIN, PEDRO; PAULETTI, M. SEBASTIÁN

An algorithm for prescribed mean curvature using isogeometric methods

JOURNAL OF COMPUTATIONAL PHYSICS; Lugar: Amsterdam; Año: 2016 vol. 317 p. 185 - 203

BONITO, ANDREA; CASCÓN, JOSÉ MANUEL; KHAMRON MEKCHAY; MORIN, PEDRO; NOCHETTO, RICARDO H.

High-Order Afem For The Laplace-Beltrami Operator: Convergence Rates

FOUNDATIONS OF COMPUTATIONAL MATHEMATICS; Lugar: Berlin; Año: 2016 vol. 16 p. 1473 - 1539

ACTIS, MARCELO; CARENA, MARILINA; MORIN, PEDRO

Nonlocal diffusions on fractals. Qualitative properties and numerical approximations

IMA JOURNAL OF NUMERICAL ANALYSIS; Lugar: Oxford; Año: 2016 vol. 36 p. 1143 - 1166

CASTILLO, MARÍA EMILIA; MORIN, PEDRO

On a dissolution-diffusion model. Existence, uniqueness, regularity and simulations

COMPUTERS AND MATHEMATICS WITH APPLICATIONS; Año: 2015 vol. 70 p. 1887 - 1905

AGNELLI, JUAN PABLO; GARAU, EDUARDO M.; MORIN, PEDRO

A posteriori error estimates for elliptic problems with Dirac measure terms in weighted spaces

ESAIM-MATHEMATICAL MODELLING AND NUMERICAL ANALYSIS-MODELISATION MATHEEMATIQUE ET ANALYSE NUMERIQUE; Lugar: Oxford; Año: 2014 vol. 48 p. 1557 - 1581

GASPOZ, FERNANDO; MORIN, PEDRO

Approximation classes for adaptive higher order finite element approximation

MATHEMATICS OF COMPUTATION; Lugar: Providence; Año: 2014 vol. 83 p. 2127 - 2160

EDUARDO MARIO GARAU; PEDRO MORIN; CARLOS ZUPPA

Quasi-optimal convergence rate of an AFEM for quasi-linear problems of monotone type

NUMERICAL MATHEMATICS-THEORY METHODS AND APPLICATIONS; Año: 2012 vol. 5 p. 131 - 156

PEDRO MORIN; RICARDO H. NOCHETTO; M. SEBASTIÁN PAULETTI; MARCO VERANI

Adaptive Finite Element Method for Shape Optimization.

ESAIM. COCV; Lugar: Cambridge; Año: 2012 vol. 18 p. 1122 - 1149

KHAMRON MEKCHAY; PEDRO MORIN; RICARDO H. NOCHETTO

AFEM for the Laplace-Beltrami Operator on Graphs: Design and Conditional Contraction Property

MATHEMATICS OF COMPUTATION; Lugar: Providence, Rhode Island, EE.UU.; Año: 2011 vol. 80 p. 625 - 648

EDUARDO GARAU; PEDRO MORIN; CARLOS ZUPPA

Convergence of an adaptive Kacanov FEM for quasi-linear problems

APPLIED NUMERICAL MATHEMATICS; Año: 2011 p. 512 - 529

GARAU, EDUARDO M.; MORIN, PEDRO

Convergence and quasi-optimality of adaptive FEM for Steklov eigenvalue problems

IMA JOURNAL OF NUMERICAL ANALYSIS; Año: 2011 vol. 31 p. 914 - 936

AGUILERA, NÉSTOR E.; FORZANI, LILIANA; MORIN, PEDRO

On uniform consistent estimators for convex regression

JOURNAL OF NONPARAMETRIC STATISTICS; Año: 2011 vol. 23 p. 897 - 908

BÄNSCH, EBERHARD; MORIN, PEDRO; NOCHETTO, RICARDO H.

Preconditioning a class of fourth order problems by operator splitting

NUMERISCHE MATHEMATIK; Año: 2010 vol. 118 p. 197 - 228

EDUARDO MARIO GARAU; PEDRO MORIN; CARLOS ZUPPA

Convergence of Adaptive Finite Element Methods for Eigenvalue Problems

MATHEMATICAL MODELS AND METHODS IN APPLIED SCIENCES; Año: 2009 vol. 19 p. 721 - 747

AGUILERA, NÉSTOR E.; MORIN, PEDRO

On convex functions and the finite element method

SIAM JOURNAL ON NUMERICAL ANALYSIS; Año: 2009 vol. 47 p. 3139 - 3157

F. GASPOZ; PEDRO MORIN

Convergence rates for adaptive finite elements

IMA JOURNAL OF NUMERICAL ANALYSIS; Lugar: Oxfort; Año: 2009 vol. 29 p. 917 - 936

PEDRO MORIN; K.G. SIEBERT; A. VEESER

A basic convergence result for conforming adaptive finite element methods

MATHEMATICAL MODELS AND METHODS IN APPLIED SCIENCES; Año: 2008 vol. 18 p. 707 - 737

N. AGUILERA; PEDRO MORIN

Approximating optimization problems over convex functions

NUMERISCHE MATHEMATIK; Año: 2008 vol. 111 p. 1 - 34

G. DOGAN; PEDRO MORIN; R.H. NOCHETTO

A variational shape optimization approach for image segmentation with the Mumford-Shah functional

SIAM JOURNAL ON SCIENTIFIC COMPUTING; Lugar: Philadelphia-USA; Año: 2008 vol. 30 p. 3028 - 3049

G. DOGAN; PEDRO MORIN; R.H. NOCHETTO; M. VERANI.

Discrete Gradient Flows for Shape Optimization and Applications

COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING; Lugar: Amsterdam, The Netherlands; Año: 2007 vol. 196 p. 3898 - 3914

E. BÄNSCH; PEDRO MORIN; R.H. NOCHETTO

A finite element method for surface diffusion: the parametric case

JOURNAL OF COMPUTATIONAL PHYSICS; Lugar: Amsterdam, The Netherlands; Año: 2005 vol. 203 p. 321 - 343

PEDRO MORIN; E. BÄNSCH; R.H. NOCHETTO

Surface Diffusion of Graphs: Variational Formulation, Error Analysis and Simulation

SIAM JOURNAL ON NUMERICAL ANALYSIS; Lugar: Philadelphia, PA, USA; Año: 2004 p. 1 - 1

PEDRO MORIN; R.H. NOCHETTO; K.G. SIEBERT

Local Problems on Stars: A Posteriori Error Estimators, Convergence, and Performance

MATHEMATICS OF COMPUTATION; Lugar: Providence, RI 02904-2294 USA; Año: 2003 vol. 72 p. 1067 - 1097

PEDRO MORIN; R.H. NOCHETTO; K.G. SIEBERT

Convergence of Adaptive Finite Element Methods

SIAM REVIEW; Lugar: Philadelphia, PA, USA; Año: 2002 vol. 44 p. 631 - 658

PEDRO MORIN; E. BÄNSCH; R.H. NOCHETTO

An Adaptive Uzawa FEM for the Stokes Problem: Convergence without the inf-sup Condition

SIAM JOURNAL ON NUMERICAL ANALYSIS; Lugar: Philadelphia, PA, USA; Año: 2002 vol. 40 p. 1207 - 1229

PEDRO MORIN; T.L. HERDMAN; R.D. SPIES

Parameter Identification for Nonlinear Abstract Cauchy Problems using Quasilinearization

Journal of Optimization Theory and Applications; Año: 2002 vol. 113 p. 227 - 250

PEDRO MORIN; T.L. HERDMAN; R.D. SPIES

Convergent Spectral Approximations for the Thermomechanical Processes in Shape Memory Alloys

Journal of Nonlinear Analysis; Año: 2000 vol. 39 p. 11 - 32

PEDRO MORIN; J.A. BURNS; R.D. SPIES

Parameter Differentiability of the Solution of a Nonlinear Abstract Cauchy Problem

Journal of Mathematical Analysis and Applications; Año: 2000 vol. 252 p. 18 - 31

PEDRO MORIN; R.H. NOCHETTO; K.G. SIEBERT

Data Oscillation and Convergence of Adaptive FEM

SIAM JOURNAL ON NUMERICAL ANALYSIS; Lugar: Philadelphia, PA, USA; Año: 2000 vol. 38 p. 466 - 488

PEDRO MORIN; R.D. SPIES

Modal Approximations for the Dynamics of Shape Memory Alloys Under External Thermomechanical Actions

LATIN AMERICAN APPLIED RESEARCH; Año: 1999 vol. 29 p. 151 - 159

PEDRO MORIN; R.D. SPIES

A Quasilinearization Approach for Parameter Identification in a Nonlinear Model of Shape Memory Alloys

INVERSE PROBLEMS; Año: 1998 vol. 6 p. 1551 - 1563

PEDRO MORIN; R.D. SPIES

Identifiability of the Landau-Ginzburg Potential in a Mathematical Model of Shape Memory Alloys

JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS; Año: 1997 vol. 212 p. 292 - 315

PEDRO MORIN; R.D. SPIES

Parameter Continuity of the Solutions of a Mathematical Model of Thermoviscoelasticity

REVISTA DE LA UNIóN MATEMáTICA ARGENTINA; Año: 1996 vol. 40 p. 111 - 126