Sofonea Mircea

Sofonea Mircea

Université de Perpignan Via Domitia

H-index: 45

Europe-France

About Sofonea Mircea

Sofonea Mircea, With an exceptional h-index of 45 and a recent h-index of 29 (since 2020), a distinguished researcher at Université de Perpignan Via Domitia, specializes in the field of mécanique du contact, edp, analyse variationnelle.

His recent articles reflect a diverse array of research interests and contributions to the field:

Duality arguments in the analysis of a viscoelastic contact problem

Modelling, analysis, and numerical simulation of a spring-rods system with unilateral constraints

Convergence Criteria for Fixed Point Problems and Differential Equations

A Convergence Criterion for a Class of Stationary Inclusions in Hilbert Spaces

Well-posed nonlinear problems

Quasistatic Contact Problems

Fixed Point Problems

Dedicated to Professor Weimin Han on the occasion of his 60th birthday

Sofonea Mircea Information

University

Position

Professeur France

Citations(all)

10273

Citations(since 2020)

4206

Cited By

8530

hIndex(all)

45

hIndex(since 2020)

29

i10Index(all)

177

i10Index(since 2020)

82

Email

University Profile Page

Université de Perpignan Via Domitia

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Sofonea Mircea Skills & Research Interests

mécanique du contact

edp

analyse variationnelle

Top articles of Sofonea Mircea

Title

Journal

Author(s)

Publication Date

Duality arguments in the analysis of a viscoelastic contact problem

Communications in Nonlinear Science and Numerical Simulation

Piotr Bartman

Anna Ochal

Mircea Sofonea

2024/1/1

Modelling, analysis, and numerical simulation of a spring-rods system with unilateral constraints

Mathematics and Mechanics of Solids

Anna Ochal

Wiktor Prządka

Mircea Sofonea

Domingo A Tarzia

2024/2

Convergence Criteria for Fixed Point Problems and Differential Equations

Mathematics

Mircea Sofonea

Domingo A Tarzia

2024/1/25

A Convergence Criterion for a Class of Stationary Inclusions in Hilbert Spaces

Axioms

Mircea Sofonea

Domingo A Tarzia

2024/1/15

Well-posed nonlinear problems

A study of mathematical models of contact. Advances in mathematics and mechanics

Mircea Sofonea

2023

Quasistatic Contact Problems

Mircea Sofonea

2023/8/1

Fixed Point Problems

Mircea Sofonea

2023/8/1

Dedicated to Professor Weimin Han on the occasion of his 60th birthday

Nonlinear Analysis: Real World Applications

Xiaoliang Cheng

Stanisław Migórski

Mircea Sofonea

2023

Convergence analysis for elliptic quasivariational inequalities

Zeitschrift für angewandte Mathematik und Physik

Mikael Barboteu

Mircea Sofonea

2023/8

Tykhonov Triples and Associated Well-Posedness Concept

Mircea Sofonea

2023/8/1

A convergence criterion for elliptic variational inequalities

Applicable Analysis

Claudia Gariboldi

Anna Ochal

Mircea Sofonea

Domingo A Tarzia

2023/10/17

Well-posed constrainted problems with applications in contact mechanics

Nonlinear Analysis: Real World Applications

Mikael Barboteu

Mircea Sofonea

2023/8/1

Nonlinear Problems and Their Classical Well-Posedness

Mircea Sofonea

2023/8/1

Static Contact Problems

Mircea Sofonea

2023/8/1

WELL-POSEDNESS OF A MIXED HEMIVARIATIONAL-VARIATIONAL PROBLEM.

Fixed Point Theory

MIRCEA SOFONEA

ANDALUZIA MATEI

2023/7/1

Minimization and Optimal Control Problems

Mircea Sofonea

2023/8/1

Hemivariational Inequalities

Mircea Sofonea

2023/8/1

CONVERGENCE CRITERIA, WELL-POSEDNESS CONCEPTS AND APPLICATIONS.

Annals: Series on Mathematics & its Applications

M Sofonea

DA Tarzia

2023/1/1

Variational Inequalities

Patrizia Daniele

2006/7/27

Inclusions

Soft Power

Federico Chicchi

Antonio Tucci

2018/1/1

See List of Professors in Sofonea Mircea University(Université de Perpignan Via Domitia)

Co-Authors

H-index: 41
Weimin Han

Weimin Han

University of Iowa

H-index: 19
Andaluzia Cristina Matei

Andaluzia Cristina Matei

Universitatea din Craiova

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