Poisson Geometry and Mathematical Physics II
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Beschreibung
This is the second of two volumes arising from the INdAM Intensive Period "Poisson Geometry and Mathematical Physics," which took place in Naples from May 13 to July 12, 2024. These two volumes bring together contributions from numerous leading experts and young researchers in the field.
They present the state-of-the-art of their research on topics such as: Lie groupoids and Lie algebroids; symplectic and Poisson geometry as well as other related geometries; Dirac geometry and moduli spaces of flat connections; reduction and geometric representation theory; and higher, derived, shifted and graded structures.
These two volumes are primarily intended for researchers specializing in these fields.
This is the second of two volumes arising from the INdAM Intensive Period "Poisson Geometry and Mathematical Physics," which took place in Naples from May 13 to July 12, 2024. These two volumes bring together contributions from numerous leading experts and young researchers in the field.
They present the state-of-the-art of their research on topics such as: Lie groupoids and Lie algebroids; symplectic and Poisson geometry as well as other related geometries; Dirac geometry and moduli spaces of flat connections; reduction and geometric representation theory; and higher, derived, shifted and graded structures.
These two volumes are primarily intended for researchers specializing in these fields.
provides a comprehensive review of the rapidly expanding field of Poisson Geometry covers a vast array of special topics illustrating the role of Poisson and related geometries in Mathematical Physics includes in-depth discussions on the state-of-the-art in the field of Poisson Geometry
Autor*in
Alfonso Giuseppe Tortorella
Themen in »Poisson Geometry and Mathematical Physics II«
Poisson Geometry Lie Groupoids and Lie Algebroids Reduction and Symmetry Higher Structures Dirac Structures Shifted Symplectic and Poisson Structures Deformation Quantization