• Digital World and Robotics

Pure and Applied Mathematics Laboratory (LMPA)

Research unit - 2597

Description

The LMPA consists of four teams representing major areas of mathematics:
• Algebra: Discrete mathematics. Algebraic combinatorics. Number theory. Probabilities
• Statistics: Ergodic theory. Random geometry. Censored models
• Analysis: Modelling. Mathematical physics. Analysis of partial differential equations.
• Approximation: Matrix calculation in very large dimensions. Application to image processing

Contacts

  • Carole Rosier
    Director

Informations

50 rue Ferdinand Buisson
Maison de la Recherche Blaise Pascal
62228 Calais

https://lmpa.univ-littoral.fr

Pure and Applied Mathematics Laboratory

Effectif

Effectif total : 55

Personnel de recherche : 35

Personnel d'appui à la recherche : 1

Expertises

Skills

• Radial-based approximation and Meshless methods for EDP
• Large Scale Scientific Matrix Computing
• Control of partial differential equations
• Partial Differential Equations
• Mathematical modeling
• Spectral Theory of Operators
• Linear Differentials
• Probability / Statistics
• Algebraic combinatorics
• Lie Groups
• Ergodic theory
• Linear Dynamics
• Number theory

Example(s) of projects

1. ANR ALCOHOL: 🡭

This project aims to study in depth the algebraic structures associated with paths and stacks of cycles on finite and infinite graphs. One objective of this study is the determination of the connective and universal constants on the regular networks of the plan.

2. ANR ArithRand: 🡭

The objective of the Franco-Austrian project «Arithmetic Randomness» is to obtain advances on several open conjectures and important questions in analytical, metric, probabilistic and number additive theory.

3. ANR CARPLO: 🡭

The objective of the project is to explore the relationships between combinatorial Hopf algebras (AHC) and various questions of physics (renormalization), algebra (operades), control theory and probabilities (free probabilities, random walks).

Example(s) of publications

All our publications can be found here: 🡭

Services offers

Consulting services

We provide consulting services on all our skills

Ecosystem

Affiliated institutions / organisations

Université du Littoral Côte d'Opale (ULCO)

Groups/Networks/Federations

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

Doctoral schools

Regional strategic areas of activity

  • Digital World and Robotics
    • Digital modeling, digital twins, data visualization

Request for modification

You enter the « edit request » mode. After sending your modifications, they will first be validated by the Plug in labs Ouest team, before appearing on the platform.

Thematics

Current thematics

  • Digital World and Robotics
    • Digital modeling, digital twins, data visualization
Title

Current content

Pure and Applied Mathematics Laboratory
Type

Current content

Research unit
Description

Current content

The LMPA consists of four teams representing major areas of mathematics:
• Algebra: Discrete mathematics. Algebraic combinatorics. Number theory. Probabilities
• Statistics: Ergodic theory. Random geometry. Censored models
• Analysis: Modelling. Mathematical physics. Analysis of partial differential equations.
• Approximation: Matrix calculation in very large dimensions. Application to image processing
Contact informations
Contact

Current content

Contact name Email phone number
ROSIER Carole carole.rosier@univ-littoral.fr
URL

Current content

https://lmpa.univ-littoral.fr

Address

Current content

50 rue Ferdinand Buisson
Maison de la Recherche Blaise Pascal
62228 Calais
Keywords

Current content

Algebraic structures, Graph theory, Fluid mechanics, EDP analysis, Numerical analysis, Extrapolation, Uniform distribution, Dynamic systems, Probabilities, Number theory
Our search domains
Skills

Current content

• Radial-based approximation and Meshless methods for EDP • Large Scale Scientific Matrix Computing • Control of partial differential equations • Partial Differential Equations • Mathematical modeling • Spectral Theory of Operators • Linear Differentials • Probability / Statistics • Algebraic combinatorics • Lie Groups • Ergodic theory • Linear Dynamics • Number theory
Workforce

Current content

Nombre de chercheurs : 35
Nombre de doctorants :
Nombre de personnel d'appui à la recherche : 1
Effectif total : 55
Example(s) of projects

Current content

1. ANR ALCOHOL: 🡭 This project aims to study in depth the algebraic structures associated with paths and stacks of cycles on finite and infinite graphs. One objective of this study is the determination of the connective and universal constants on the regular networks of the plan. 2. ANR ArithRand: 🡭 The objective of the Franco-Austrian project «Arithmetic Randomness» is to obtain advances on several open conjectures and important questions in analytical, metric, probabilistic and number additive theory. 3. ANR CARPLO: 🡭 The objective of the project is to explore the relationships between combinatorial Hopf algebras (AHC) and various questions of physics (renormalization), algebra (operades), control theory and probabilities (free probabilities, random walks).
Example(s) of publications

Current content

All our publications can be found here: 🡭
Collaborations/Partners/Scientific clients

Current content

Collaborations/Partners/Private Clients

Current content

Services offers
Training offers

Current content

Services offers

Current content

Consulting services

Current content

We provide consulting services on all our skills
Equipments
Equipements spécifiques

Current content

Ecosystem
Affiliated institutions / organisations

Current content

  • Université du Littoral Côte d'Opale (ULCO)
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

  • Digital World and Robotics
  • Digital modeling, digital twins, data visualization
Personal informations
Back to top