• Digital World and Robotics
  • Societal and economic transition & Risk management

Laboratory of Mathematics of Lens (LML)

Research unit - UR 2462

Description

The Laboratory of Mathematics of Lens (LML) is the UR 2462 research unit of the University of Artois. It is part of the Fédération de Recherche Mathématique FR 2703 of the CNRS, and brings together thirty professors-researchers and researchers working on the themes of algebra, functional analysis, algebraic geometry, algebraic topology, didactics and the history of mathematics as well as deep learning (a branch of research in full spin). The members of the LML, through their research, maintain fruitful collaborations with other mathematics laboratories at the regional, national and international levels. These collaborations extend to the private sector where LML members collaborate with companies in the Hauts-de-France region.

Contacts

  • Hamed Laghribi
    Director

Informations

Faculté des Sciences Jean Perrin
Rue Jean Souvraz
62307 LENS

http://lml.univ-artois.fr/public/index.html

Laboratory of Mathematics of Lens

Effectif

Effectif total : 36

Personnel de recherche : 31

Personnel d'appui à la recherche : 1

Expertises

Skills

Algebra
• Witt groups of schemes, K-theory, algebraic cobordism, homotopical theory.
• Algebraic structures and invariant research (quadratic forms, central single algebras, algebraic groups).
• Theory of codes.
• Hopf ring extensions and algebras.
Functional Analysis
• Study of composition operators on certain analytical function spaces.
• Linear operator dynamics (hypercyclicality, chaos, frequent hypercyclicity, ergodicity).
• Harmonic Analysis.
Deep Learning
• Generative problems (GANs).
• Time series (LSTM, RNN).
• Medical applications (remote photoplethysmography, help with hydrocephalus diagnosis, tumor detection).
• Transfer learning, semi-supervised learning, 3D face modeling, 3D morphable models.
• Highoutput screening (semiconductors).
• Photogrammetry.
• Message passage algorithms.
• Wasserstein geometry.
Didactics-History of Mathematics
• Math learning in primary and secondary school.
• Analysis of primary school teaching practices.
• Didactic analysis of the use of the history of mathematics as a teaching medium.
• History of mathematics teaching in the modern era (professional mathematics and elementary mathematics).
Geometry
• Mathematical physics: Quantification by deformation.
• Intersection cohomology, Poincaré duality and Riemannian leaflets.
• Differential invariants.
• Scalar elliptical solitons and KdV equations.

Example(s) of projects

• Mind2Mind: Transfer Learning for GANs 🡭
• Linear dynamical systems on Hilbert spaces : typical properties and explicit examples.🡭
• Intersection Cohomology. Simplicial Blow-up and Rational Homotopy 🡭

Example(s) of publications

• Absolutely summing Carleson embeddings on Hardy spaces. Advances in Mathematics. 🡭
• De Re Geometrica: Writing, Drawing and Preaching Mathematics in Early Modern Mines. Isis, A Journal of the History of Science Society. 🡭
• Hyperelliptic d-Tangential Covers and d× d-Matrix KdV Elliptic Solitons. International Mathematics Research Notices. 🡭
• Potentiel d'un travail sur les exemples en formation professionnelle d'enseignants. Petit x. 🡭
• Relative Equivariant Motives and Modules. Canadian Journal of Mathematics. 🡭
• The descent of biquaternion algebras in characteristic two. Israel Journal of Mathematics. 🡭

You can find all our publications here.

Collaborations/Partners/Scientific clients

We collaborate with researchers from the following institutions

1. International
• Prague Academy of Sciences (Czech Republic)
• Arturo Prat University (Chile)
• University of Algiers (Algeria)
• University of Bielefeld (Germany)
• University of Cambridge, England
• University of Cologne (Germany)
• University of Leuwen (Belgium)
• University of Ohio (USA)
• University of Mons (Belgium)
• University of Montevideo (Uruguay)
• University of Padua (Italy)
• University of Nevada, Reno, USA
• University of Scranton (USA)
• University of Seville (Spain)
• Shahrood University of Technology (Iran)
• University of Talca (Chile)
• University of Tehran (Iran)
• Tianjin University, China
• University of the Basque Country (Spain)
• Uniwersytet Jagielloński (Poland)
• Lebanese University (Lebanon)
• Technical University of Gebze (Turkey)

2. National
Several French universities including: ULCO, UPJV, Université de Lille, Université de Lorraine, Université de Marseille, Université Paris 11, Université Paris 13, Université de Paris - INSPE HDF.

Collaborations/Partners/Private Clients

• Median Technologie (collaboration plan de relance).
• Fipsico (laboratoire commun Emile).
• Unchartech (Peps AMIES).

Services offers

Applications sectors

  • Science / Research

Services provided

Object classification/recognition problems, data generation (images, time series) using GANs, super image resolution, 3D-morphable model parameter estimation, image segmentation, exposure estimation, molecule/material generation, extraction of biometric signals from videos. We are open to other fields of application.

Training offers

Master/PhD level training on all our skills.

Consulting services

We provide consulting services on all our skills

Equipments

GPU Workstation

Ecosystem

Affiliated institutions / organisations

Artois University

Groups/Networks/Federations

FR 2037 FMHF - Fédération de Recherche Mathématique des Hauts-de-France
GDR 2875 Topologie Algébrique et Applications (CNRS)
GDR Afhp
AMIES

Doctoral schools

Regional strategic areas of activity

  • Digital World and Robotics
  • Societal and economic transition & Risk management
    • Societal issues, employment, inclusion, social innovation

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Thematics

Current thematics

  • Digital World and Robotics
  • Societal and economic transition & Risk management
    • Societal issues, employment, inclusion, social innovation
Title

Current content

Laboratory of Mathematics of Lens
Type

Current content

Research unit
Description

Current content

The Laboratory of Mathematics of Lens (LML) is the UR 2462 research unit of the University of Artois. It is part of the Fédération de Recherche Mathématique FR 2703 of the CNRS, and brings together thirty professors-researchers and researchers working on the themes of algebra, functional analysis, algebraic geometry, algebraic topology, didactics and the history of mathematics as well as deep learning (a branch of research in full spin). The members of the LML, through their research, maintain fruitful collaborations with other mathematics laboratories at the regional, national and international levels. These collaborations extend to the private sector where LML members collaborate with companies in the Hauts-de-France region.
Contact informations
Contact

Current content

Contact name Email phone number
LAGHRIBI Hamed amed.laghribi@univ-artois.fr 03 21 79 17 43
URL

Current content

http://lml.univ-artois.fr/public/index.html

Address

Current content

Faculté des Sciences Jean Perrin
Rue Jean Souvraz
62307 LENS
Keywords

Current content

Non-commutative Algebra, Harmonic Analysis, Deep Learning, Mathematics Didactics, Banach Spaces, Witt Groups, History of Mathematics, Generative Adversary Networks (GAN), Singularities, Cohomological Theories.
Our search domains
Skills

Current content

Algebra • Witt groups of schemes, K-theory, algebraic cobordism, homotopical theory. • Algebraic structures and invariant research (quadratic forms, central single algebras, algebraic groups). • Theory of codes. • Hopf ring extensions and algebras. Functional Analysis • Study of composition operators on certain analytical function spaces. • Linear operator dynamics (hypercyclicality, chaos, frequent hypercyclicity, ergodicity). • Harmonic Analysis. Deep Learning • Generative problems (GANs). • Time series (LSTM, RNN). • Medical applications (remote photoplethysmography, help with hydrocephalus diagnosis, tumor detection). • Transfer learning, semi-supervised learning, 3D face modeling, 3D morphable models. • Highoutput screening (semiconductors). • Photogrammetry. • Message passage algorithms. • Wasserstein geometry. Didactics-History of Mathematics • Math learning in primary and secondary school. • Analysis of primary school teaching practices. • Didactic analysis of the use of the history of mathematics as a teaching medium. • History of mathematics teaching in the modern era (professional mathematics and elementary mathematics). Geometry • Mathematical physics: Quantification by deformation. • Intersection cohomology, Poincaré duality and Riemannian leaflets. • Differential invariants. • Scalar elliptical solitons and KdV equations.
Workforce

Current content

Nombre de chercheurs : 31
Nombre de doctorants :
Nombre de personnel d'appui à la recherche : 1
Effectif total : 36
Example(s) of projects

Current content

• Mind2Mind: Transfer Learning for GANs 🡭 • Linear dynamical systems on Hilbert spaces : typical properties and explicit examples.🡭 • Intersection Cohomology. Simplicial Blow-up and Rational Homotopy 🡭
Example(s) of publications

Current content

• Absolutely summing Carleson embeddings on Hardy spaces. Advances in Mathematics. 🡭 • De Re Geometrica: Writing, Drawing and Preaching Mathematics in Early Modern Mines. Isis, A Journal of the History of Science Society. 🡭 • Hyperelliptic d-Tangential Covers and d× d-Matrix KdV Elliptic Solitons. International Mathematics Research Notices. 🡭 • Potentiel d'un travail sur les exemples en formation professionnelle d'enseignants. Petit x. 🡭 • Relative Equivariant Motives and Modules. Canadian Journal of Mathematics. 🡭 • The descent of biquaternion algebras in characteristic two. Israel Journal of Mathematics. 🡭 You can find all our publications here.
Collaborations/Partners/Scientific clients

Current content

We collaborate with researchers from the following institutions 1. International • Prague Academy of Sciences (Czech Republic) • Arturo Prat University (Chile) • University of Algiers (Algeria) • University of Bielefeld (Germany) • University of Cambridge, England • University of Cologne (Germany) • University of Leuwen (Belgium) • University of Ohio (USA) • University of Mons (Belgium) • University of Montevideo (Uruguay) • University of Padua (Italy) • University of Nevada, Reno, USA • University of Scranton (USA) • University of Seville (Spain) • Shahrood University of Technology (Iran) • University of Talca (Chile) • University of Tehran (Iran) • Tianjin University, China • University of the Basque Country (Spain) • Uniwersytet Jagielloński (Poland) • Lebanese University (Lebanon) • Technical University of Gebze (Turkey) 2. National Several French universities including: ULCO, UPJV, Université de Lille, Université de Lorraine, Université de Marseille, Université Paris 11, Université Paris 13, Université de Paris - INSPE HDF.
Collaborations/Partners/Private Clients

Current content

• Median Technologie (collaboration plan de relance). • Fipsico (laboratoire commun Emile). • Unchartech (Peps AMIES).
Services offers
Training offers

Current content

Master/PhD level training on all our skills.
Services offers

Current content

Object classification/recognition problems, data generation (images, time series) using GANs, super image resolution, 3D-morphable model parameter estimation, image segmentation, exposure estimation, molecule/material generation, extraction of biometric signals from videos. We are open to other fields of application.
Consulting services

Current content

We provide consulting services on all our skills
Equipments
Equipements spécifiques

Current content

GPU Workstation
Ecosystem
Affiliated institutions / organisations

Current content

  • Artois University
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 GDR 2875 Topologie Algébrique et Applications (CNRS) GDR Afhp AMIES
Doctoral schools

Current content

Equipex/EquipEx+/ESR

Current content

Competitive cluster

Current content

Regional strategic areas of activity

Current content

  • Societal and economic transition & Risk management
  • Societal issues, employment, inclusion, social innovation
  • Digital World and Robotics
Personal informations
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