TL;DR
This paper proves an $h$-principle for symplectic cobordisms with overtwisted contact boundaries in dimensions greater than four, advancing understanding of symplectic topology.
Contribution
It introduces an $h$-principle for symplectic cobordisms with overtwisted boundary conditions in high dimensions, a significant step in symplectic topology.
Findings
Existence of symplectic cobordisms with overtwisted boundary in dimensions >4
Establishment of an $h$-principle for these cobordisms
Extension of overtwisted contact boundary techniques to higher dimensions
Abstract
We establish an existence -principle for symplectic cobordisms of dimension with concave overtwisted contact boundary.
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