CORDIS Project
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This project focuses on Poisson algebras and their quantization, exploring their connections to various mathematical and physical fields. The research aims to enhance understanding of these algebras and their resolutions, contributing to advancements in mathematical physics.
The general topics of this proposal are Poisson algebras, their quantisations and their resolutions.
Poisson algebras first appeared in the work of Poisson two centuries ago when he was studying the three-body problem in celestial mechanics.
Since then, Poisson algebras have been shown to be connected to many areas of mathematics and physics (differential geometry, Lie groups and representation theory, noncommutative geometry, integrable systems, quantum field theory...), and so, because of its…
UNIVERSITY OF KENT
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