QUANTUM GROUPS, POISSON ALGEBRAS AND INTEGRABLE SYSTEMS

Operation co-funded by EU cohesion policy (European Regional Development Fund (ERDF)) under the programme Multi-regional Spain - ERDF (2014ES16RFOP002), managing authority: Subdirección General de Gestión del FEDER, de la Dirección General de Fondos Europeos del Ministerio de Hacienda.. The source names no beneficiary for this operation. Location: Province of Burgos (NUTS ES412); Spain. Budget: total eligible expenditure EUR 31,339; EU co-financing EUR 15,669.5 (co-financing rate 50%), as stated by the source. Runs 2016-12-30 to 2020-12-31. Source: Kohesio, EU cohesion policy projects managed by national and regional authorities (not CORDIS); selected because its title uses a quantum word. Summary from Kohesio (English machine translation by the source): THE RESEARCH PROPOSAL PRESENTED AIMS TO DEVELOP RESEARCH OF EXCELLENCE AND WITH A MARKED INTERNATIONAL COMPONENT IN THE FIELD OF MATHEMATICAL PHYSICS. THEIR SPECIFIC THEMES ARE QUANTUM GROUPS, POISSON-LIE GROUPS AND THEIR APPLICATIONS TO THE AREAS OF QUANTUM GRAVITATION AND INTEGRABLE SYSTEMS BOTH CLASSIC AND QUANTIC. The three primary SCIENTIFIC OBJECTIVES OF THE PROJECT ARE: A. ADVANCED IN THE CLASSIFICATION AND CONSTRUCTION OF SPACIO-TIME-NOTABLES PROVENENTS OF Quantum Poincare, SITTER AND ANTI-DE SITTER GROUPS IN (1+ 1), (2+ 1) AND (3+ 1) DIMENSIONS, ANALYSISING YOUR CHARACTERISTICS AS QUANTICAL GRAVEDAD MODELS. B. Applying TECHNICAL COALGEBRAS OF POISSON AND GEOMETRIA projective TO GENERATE NEW CLASSIC INTEGRABLE SYSTEMS ON Curved SPACES, and OBJECTING YOUR Quantum Analogs INTEGRABLE WITH THE CORRESPENDENTS SPECTRALE PROBLEMS OF Schrodinger AND DIRAC. C. Applying POISSON Algebra TECHNICAL TECHNICALS FOR OBTENERAL INTEGRABLE SYSTEMS OF DIFERENTIAL EQUIPMENTS OF FIRST ORDERS, including non-autonomous and colluded systems, generalise technical data for the case of BIHAMILTONIAN SYSTEMS and extend the theory of LIE-HAMILTON SYSTEMS through the use of deformed COALGEBRAS. TAMBIEN, from a strategic point of view: — CONTRIBUTION TO THE INTERNATIONAL FORMATION AND EXCELLENCE OF RESEARCHERS. — Increase the international impact and the VISIBILITY of the Group’s research results. — Promote the ACTIVE PARTICIPATION OF THE GROUP IN EUROPEAN COUNCIL FUTURES.

Original source.

Source: Kohesio (EU cohesion policy projects), European Commission, Directorate-General for Regional and Urban Policy (DG REGIO). Retrieved 2026-10-21. Licence: CC0 1.0 (Cohesion Open Data Platform, dataset 2014-2020 Kohesio projects). Selected metadata, adapted presentation; the publisher's record is authoritative. No endorsement by the source is implied. Licence: public domain dedication (CC0 1.0).

AI-assisted summary: The project "QUANTUM GROUPS, POISSON ALGEBRAS AND INTEGRABLE SYSTEMS" is co-funded by the EU with a budget of EUR 31,339, focusing on mathematical physics, specifically quantum groups and their applications. It runs from December 30, 2016, to December 31, 2020, in Burgos, Spain. Suggested technology pillar: enabling. Generated by AI from the public source text; it may contain errors and the original source is authoritative.