• Cultural and creative industries
  • Digital World and Robotics
  • Maritime Ambitions
  • Transport and Mobility

Department of Mathematics (DMATHS)

Research team

Description

The Department of Mathematics carries out its research activities in the following areas:

• Analysis and numerical resolution of partial differential equations,

• Topological optimization and study of curves and surfaces,

• The history of mathematics, the dissemination and popularization of mathematics, especially for secondary school teachers and students,

• Probabilities and statistics: modelling, description and estimation of random phenomena are studied (experimental designs, Gaussian processes, statistical learning...),

• Sub-variety differential geometry, lamination theory (qualitative and geometric study of differential equations), complex geometry,

• Number theory: Galoisian structure of integer rings in relation to cryptography and code theory.

Contacts

  • Fatiha MEZIANE
    Secretary DMATHS
  • Emmanuel CREUSE
    Team manager

Informations

Le Mont Houy
59300 Valenciennes Cedex 09

https://www.uphf.fr/ceramaths/departements/departements/departement-mathematiques-dmaths

Effectif

Effectif total : 48

Personnel de recherche : 38

Personnel d'appui à la recherche : 0

Expertises

Skills

• Partial derivative equations,
• Mathematical analysis,
• Scientific calculation,
• Geometric modeling,
• History of Mathematics,
• Popularization of mathematics,
• Geometry of sub-varieties,
• Global analysis,
• Algebraic theory of numbers,
• Probability, statistics.

Example(s) of projects

Project Cantabria University and BTU within the framework of Eunice, ANR QuasiDy, European project mat-dyn-net, ANR JCJC GAP, GDR History of mathematics (GDR 3398).

Example(s) of publications

• I. CATTIAUX-HUILLARD and L. SAINI. Characterization and extensive study of cubic and quintic algebraic trigonometric planar PH curves. Advances in Computational Mathematics, 46, 03 2020.

• D. MERCIER et V. REGNIER, Decay rate of the Timoshenko system with one boundary damping, Evol. Equ. Control Theory, vol. 8, No 2 (2019), 423-445.

• C. DE COSTER et A.J. FERNANDEZ, Existence and multiplicity for an elliptic problem with critical growth in the gradient and sign-changing coefficients, Calculus of Variations and PDE 59 (2020), no. 3, article number 97.

• T. CHAUMONT-FRELET, D. GALLISTL, S. NICAISE et J. TOMEZYK, Wavenumber explicit convergence analysis for finite element discretizations of time-harmonic wave propagation problems with perfectly matched layers, Communications in Mathematical Sciences, 20 (1), 2022, p. 1-52.

• C. CALGARO, C. COLIN and E. CREUSE. A combined finite volume - finite element scheme for a low-Mach system involving a Joule term. AIMS Mathematics, AIMS Press, 2020, 5 (1), pp.311-331.

All publications can be found here : 🡭

Collaborations/Partners/Scientific clients

Nationales : Université de Nice. Université du Littoral Côte d'Opale. Université de Bourgogne Franche-Comté. Université de Lille. INRIA Lille Nord-Europe. Université Paul Sabatier de Toulouse

Internationales : University of Bologna (Italy). Unversité L'Aquila (Italy). University of Turin (Italy). University of Milan (Italy). University of Trieste, Italy. University of Munich, Germany. University of Hagen, Germany. University of Jena, Germany. University of Ljibljana (Slovenia). Lebanese University (Lebanon). University of Granada (Spain). Free University of Brussels (Belgium). University of Mons, Belgium. University of Iceland, Iceland. Catholic University of Leuven, Belgium. Tsinghua and Nankai Universities, China. Moulay Ismaïl University in Errachidia (Morocco)

Services offers

Applications sectors

  • Science / Research

Services provided

Proposal of research contracts, of management of Master’s or project placements supervised in the themes of the DMATHS, of management or co-direction of theses (in particular on CIFRE or similar supports with industrial collaboration)

Training offers

Mathematical expertise when applied to industrial problems.

Consulting services

Consulting services on all our expertise

Equipments

Ecosystem

Affiliated institutions / organisations

Université Polytechnique Hauts-de-France (UPHF)

Partner institution(s)

Groups/Networks/Federations

FR 2037 FMHF - Fédération de Recherche Mathématique des Hauts-de-France

Doctoral schools

Regional strategic areas of activity

  • Cultural and creative industries
    • Applications, outreach and cognitive sciences
  • Digital World and Robotics
    • Digital modeling, digital twins, data visualization
  • Maritime Ambitions
    • Protection and development of the coastline
  • Transport and Mobility
    • Multi-modality, flow management, infrastructure and logistics

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Thematics

Current thematics

  • Cultural and creative industries
    • Applications, outreach and cognitive sciences
  • Digital World and Robotics
    • Digital modeling, digital twins, data visualization
  • Maritime Ambitions
    • Protection and development of the coastline
  • Transport and Mobility
    • Multi-modality, flow management, infrastructure and logistics
Title

Current content

Department of Mathematics
Type

Current content

Research team
Description

Current content

The Department of Mathematics carries out its research activities in the following areas:

• Analysis and numerical resolution of partial differential equations,

• Topological optimization and study of curves and surfaces,

• The history of mathematics, the dissemination and popularization of mathematics, especially for secondary school teachers and students,

• Probabilities and statistics: modelling, description and estimation of random phenomena are studied (experimental designs, Gaussian processes, statistical learning...),

• Sub-variety differential geometry, lamination theory (qualitative and geometric study of differential equations), complex geometry,

• Number theory: Galoisian structure of integer rings in relation to cryptography and code theory.
Contact informations
Contact

Current content

Contact name Email phone number
MEZIANE Fatiha fatiha.meziane@uphf.fr 03 27 51 19 01
CREUSE Emmanuel emmanuel.creuse@uphf.fr 03 27 51 19 02
URL

Current content

https://www.uphf.fr/ceramaths/departements/departements/departement-mathematiques-dmaths

Address

Current content

Le Mont Houy

59300 Valenciennes Cedex 09
Keywords

Current content

Partial Differential Equations, Mathematical Analysis, Scientific Calculus, Geometric Modeling, History of Mathematics, Popularization of Mathematics, Subvariety Geometry, Global Analysis, Algebraic Number Theory, Probabilities
Our search domains
Skills

Current content

• Partial derivative equations, • Mathematical analysis, • Scientific calculation, • Geometric modeling, • History of Mathematics, • Popularization of mathematics, • Geometry of sub-varieties, • Global analysis, • Algebraic theory of numbers, • Probability, statistics.
Workforce

Current content

Nombre de chercheurs : 38
Nombre de doctorants :
Nombre de personnel d'appui à la recherche : 0
Effectif total : 48
Example(s) of projects

Current content

Project Cantabria University and BTU within the framework of Eunice, ANR QuasiDy, European project mat-dyn-net, ANR JCJC GAP, GDR History of mathematics (GDR 3398).
Example(s) of publications

Current content

• I. CATTIAUX-HUILLARD and L. SAINI. Characterization and extensive study of cubic and quintic algebraic trigonometric planar PH curves. Advances in Computational Mathematics, 46, 03 2020. • D. MERCIER et V. REGNIER, Decay rate of the Timoshenko system with one boundary damping, Evol. Equ. Control Theory, vol. 8, No 2 (2019), 423-445. • C. DE COSTER et A.J. FERNANDEZ, Existence and multiplicity for an elliptic problem with critical growth in the gradient and sign-changing coefficients, Calculus of Variations and PDE 59 (2020), no. 3, article number 97. • T. CHAUMONT-FRELET, D. GALLISTL, S. NICAISE et J. TOMEZYK, Wavenumber explicit convergence analysis for finite element discretizations of time-harmonic wave propagation problems with perfectly matched layers, Communications in Mathematical Sciences, 20 (1), 2022, p. 1-52. • C. CALGARO, C. COLIN and E. CREUSE. A combined finite volume - finite element scheme for a low-Mach system involving a Joule term. AIMS Mathematics, AIMS Press, 2020, 5 (1), pp.311-331. All publications can be found here : 🡭
Collaborations/Partners/Scientific clients

Current content

Nationales : Université de Nice. Université du Littoral Côte d'Opale. Université de Bourgogne Franche-Comté. Université de Lille. INRIA Lille Nord-Europe. Université Paul Sabatier de Toulouse Internationales : University of Bologna (Italy). Unversité L'Aquila (Italy). University of Turin (Italy). University of Milan (Italy). University of Trieste, Italy. University of Munich, Germany. University of Hagen, Germany. University of Jena, Germany. University of Ljibljana (Slovenia). Lebanese University (Lebanon). University of Granada (Spain). Free University of Brussels (Belgium). University of Mons, Belgium. University of Iceland, Iceland. Catholic University of Leuven, Belgium. Tsinghua and Nankai Universities, China. Moulay Ismaïl University in Errachidia (Morocco)
Collaborations/Partners/Private Clients

Current content

Services offers
Training offers

Current content

Mathematical expertise when applied to industrial problems.
Services offers

Current content

Proposal of research contracts, of management of Master’s or project placements supervised in the themes of the DMATHS, of management or co-direction of theses (in particular on CIFRE or similar supports with industrial collaboration)
Consulting services

Current content

Consulting services on all our expertise
Equipments
Equipements spécifiques

Current content

Ecosystem
Affiliated institutions / organisations

Current content

  • Université Polytechnique Hauts-de-France (UPHF)
Établissement(s) partenaire(s)

Current content

Unit(s) of attachment

Current content

Groups/Networks/Federations

Current content

FR 2037 FMHF - Fédération de Recherche Mathématique des Hauts-de-France
Doctoral schools

Current content

Equipex/EquipEx+/ESR

Current content

Competitive cluster

Current content

Regional strategic areas of activity

Current content

  • Cultural and creative industries
  • Maritime Ambitions
  • Digital World and Robotics
  • Digital modeling, digital twins, data visualization
  • Protection and development of the coastline
  • Applications, outreach and cognitive sciences
  • Transport and Mobility
  • Multi-modality, flow management, infrastructure and logistics
Personal informations
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