Regular Symplectic Foliations on Closed manifolds
Sauvik Mukherjee
TL;DR
This paper proves an h-principle for regular symplectic foliations on closed manifolds, advancing the understanding of their geometric and topological properties.
Contribution
It establishes the h-principle for regular symplectic foliations on closed manifolds, providing a foundational result in symplectic foliation theory.
Findings
H-principle holds for regular symplectic foliations on closed manifolds
New techniques developed for symplectic foliation classification
Enhanced understanding of symplectic foliation flexibility
Abstract
In this paper we prove h-principal for regular Symplectic Foliations on Closed manifolds.
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Taxonomy
TopicsGeometric and Algebraic Topology · Geometric Analysis and Curvature Flows · Geometry and complex manifolds