Entanglement in Quantum Mathematics

Project funded by Novo Nordisk Foundation (Projects), grant NNF24OC0095446. Participating organisations named by the source: KU University of Copenhagen. Runs n/a to 2028-06-30. Keywords: Applied Mathematics. Source: OpenAIRE Graph, from the funder's project data (collected by OpenAIRE on 2026-06-29); national funding data, not CORDIS. Abstract given by the source: Entanglement is a fundamental part of quantum mechanics that distinguishes the quantum world from the classical one. Entanglement is also the driving engine in Quantum Information Theory, and the use of entangled states is what distinguishes a quantum computer from a classical one. Entanglement has beautiful mathematical descriptions involving geometry, analysis and combinatorics in terms of cones (or convex sets) in certain tensor products. These mathematical descriptions, while beautiful, are also enigmatic, as several important questions regarding these cones remain open. In this proposal we will highlight some of these questions and propose to solve them using methods from infinite dimensional analysis (operator algebras, functional analysis, convexity theory)._x000D_

Original source.

Source: OpenAIRE Graph: projects of national funders, OpenAIRE, from the project data of Novo Nordisk Foundation. Retrieved 2026-11-02. Licence: Creative Commons Attribution 4.0 (OpenAIRE Graph). Selected metadata, adapted presentation; the publisher's record is authoritative. No endorsement by the source is implied. Licence: Creative Commons Attribution 4.0 (CC BY 4.0).

AI-assisted summary: A Novo Nordisk Foundation-funded project at KU University of Copenhagen (grant NNF24OC0095446) running through 2028-06-30, focusing on applying infinite dimensional analysis methods to open questions about mathematical descriptions of quantum entanglement. Keywords: Applied Mathematics. Suggested technology pillar: enabling. Generated by AI from the public source text; it may contain errors and the original source is authoritative.