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Many-body expansion methods

Дата публикации: 16-11-2026 08:00:00

ESNT workshop - Du 16/11/2026 au 20/11/2026 - Séminaires du DPhN - Bat 703, p 135 salle visio-conférence CEA Saclay, Orme des Merisiers - On behalf of the "Espace de Structure et de réactions Nucléaires Théorique" (ESNT), the workshop entitled: "Interdisciplinary workshop on tensor decompositions in polynomially-scaling many-body expansion methods" will be held at CEA-Saclay, Orme-des-Merisiers site.
Goals of the project
1. bring together nuclear theorists, quantum chemists, and applied mathematicians to share knowledge and experience with various tensor decomposition formats and their usefulness in their respective disciplines;
2. facilitate the transfer of “best practices” between disciplines and accelerate the adoption and unification of tensor decompositions where similar quantities are encountered in different disciplines; 
3. evaluate the accuracy vs. efficiency trade-offs of different formats, e.g. HOSVD [Higher-order singular value decomposition] vs. CPD [canonical polyadic decomposition], across disciplines; 
4. identify the “next frontier”, e.g. moving from static tensor decomposition to adaptive tensor methods that evolve the ranks during the calculation.
For details about the updated program, see the ESNT Web pages: https://esnt.cea.fr >> Ateliers 2026
For further information and registration, please contact the organizers of the project (see the Web page of the workshop).


Основное содержимое страницы с новостью.

Nov. 16th 2026 to Nov. 20th 2026

On behalf of the "Espace de Structure et de réactions Nucléaires Théorique" (ESNT), the workshop entitled: "Interdisciplinary workshop on tensor decompositions in polynomially-scaling many-body expansion methods" will be held at CEA-Saclay, Orme-des-Merisiers site.

Goals of the project

1. bring together nuclear theorists, quantum chemists, and applied mathematicians to share knowledge and experience with various tensor decomposition formats and their usefulness in their respective disciplines;

2. facilitate the transfer of “best practices” between disciplines and accelerate the adoption and unification of tensor decompositions where similar quantities are encountered in different disciplines; 

3. evaluate the accuracy vs. efficiency trade-offs of different formats, e.g. HOSVD [Higher-order singular value decomposition] vs. CPD [canonical polyadic decomposition], across disciplines; 

4. identify the “next frontier”, e.g. moving from static tensor decomposition to adaptive tensor methods that evolve the ranks during the calculation.

For details about the updated program, see the ESNT Web pages: https://esnt.cea.fr >> Ateliers 2026
For further information and registration, please contact the organizers of the project (see the Web page of the workshop).

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