David Brie

About David Brie

David Brie, With an exceptional h-index of 26 and a recent h-index of 17 (since 2020), a distinguished researcher at Université de Lorraine, specializes in the field of Traitement du signal et des images - Signal and Image Processing.

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

Physically-constrained block-term tensor decomposition for polarimetric image recovery

Polarimetric Fourier phase retrieval

Quaternions in Signal and Image Processing

Non‐negative Matrix Factorization

Identifiabilité de modèles tensoriels couplés pour l'estimation de lois de probabilité discrète

Probability Mass Function Estimation Approaches with Application to Flow Cytometry Data Analysis

Décomposition tensorielle de rang faible pour l’imagerie de Stokes polarimétrique

Estimation de la ligne de base d'images hyperspectrales

David Brie Information

University

Position

CRAN -

Citations(all)

3105

Citations(since 2020)

1100

Cited By

2401

hIndex(all)

26

hIndex(since 2020)

17

i10Index(all)

55

i10Index(since 2020)

30

Email

University Profile Page

Google Scholar

David Brie Skills & Research Interests

Traitement du signal et des images - Signal and Image Processing

Top articles of David Brie

Title

Journal

Author(s)

Publication Date

Physically-constrained block-term tensor decomposition for polarimetric image recovery

Saulo Cardoso Barreto

Julien Flamant

Sebastian Miron

David Brie

2024/4/14

Polarimetric Fourier phase retrieval

SIAM Journal on Imaging Sciences

Julien Flamant

Konstantin Usevich

Marianne Clausel

David Brie

2024/3/31

Quaternions in Signal and Image Processing

Sebastian Miron

Julien Flamant

Nicolas Le Bihan

Pierre Chainais

David Brie

2023

Non‐negative Matrix Factorization

Source Separation in Physical‐Chemical Sensing

David Brie

Nicolas Gillis

Saïd Moussaoui

2023/12/11

Identifiabilité de modèles tensoriels couplés pour l'estimation de lois de probabilité discrète

Philippe Flores

Konstantin Usevich

David Brie

2023/8/28

Probability Mass Function Estimation Approaches with Application to Flow Cytometry Data Analysis

Philippe Flores

Joseph K Chege

Konstantin Usevich

Martin Haardt

Arie Yeredor

...

2023/12/10

Décomposition tensorielle de rang faible pour l’imagerie de Stokes polarimétrique

Saulo Cardoso Barreto

Julien Flamant

Sebastian Miron

David Brie

2023/8/28

Estimation de la ligne de base d'images hyperspectrales

Said Sadeg

Jean Cauzid

El-Hadi Djermoune

Cécile Fabre

Yingying Song

...

2023/8/28

Quaternions in Signal and Image Processing: A comprehensive and objective overview

IEEE Signal Processing Magazine

Sebastian Miron

Julien Flamant

Nicolas Le Bihan

Pierre Chainais

David Brie

2023/9/7

Coupled CP tensor decomposition with shared and distinct components for multi-task Fmri data fusion

Ricardo Augusto Borsoi

Isabell Lehmann

Mohammad Abu Baker Siddique Akhonda

VD Calhoun

Konstantin Usevich

...

2023/6/4

A Background Correction Algorithm for Hyperspectral Images

Said Sadeg

Jean Cauzid

Cécile Fabre

Yingying Song

David Brie

...

2023/9/4

Uniqueness of rank-one auto-correlation matrix polynomials factorization

Konstantin Usevich

Julien Flamant

Marianne Clausel

David Brie

2023/4/7

On factorization of rank-one auto-correlation matrix polynomials

arXiv preprint arXiv:2308.15106

Konstantin Usevich

Julien Flamant

Marianne Clausel

David Brie

2023/8/29

Factorisation tensorielle couplée en termes de rangs (L, L, 1): application conjointe à la super-résolution hyperspectrale et au démélange en présence de variabilité spectrale

Clémence Prévost

Ricardo Borsoi

Konstantin Usevich

David Brie

José Bermudez

...

2022/9/6

Constrained Cramér–Rao bounds for reconstruction problems formulated as coupled canonical polyadic decompositions

Signal Processing

Clémence Prévost

Konstantin Usevich

Martin Haardt

Pierre Comon

David Brie

2022/9/1

Une approche tensorielle pour entrainer des réseaux de neurones flexibles

Yassine Zniyed

Konstantin Usevich

Sebastian Miron

David Brie

2022/9/6

Coupled tensor factorization for flow cytometry data analysis

Philippe Flores

Guillaume Harlé

Anne-Béatrice Notarantonio

Konstantin Usevich

Maud d'Aveni

...

2022/8/22

Tensor-based image fusion accounting for inter-image variability: Recoverability and algorithms

Ricardo BORSOI

Clémence Prévost

Konstantin Usevich

David Brie

José BERMUDEZ

...

2022/9/6

Polarimetric phase retrieval: uniqueness and algorithms

arXiv e-prints

Julien Flamant

Konstantin Usevich

Marianne Clausel

David Brie

2022/6

Reconstruction de phase polarimétrique

Julien Flamant

Konstantin Usevich

Marianne Clausel

David Brie

2022/9/6

See List of Professors in David Brie University(Université de Lorraine)

Co-Authors

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