On Existence of Regular Jacobi Structures
Mahuya Datta, Sauvik Mukherjee

TL;DR
This paper establishes an h-principle for certain foliations on open manifolds and interprets these results in terms of regular Jacobi structures, advancing the understanding of geometric structures on manifolds.
Contribution
It proves the h-principle for locally conformal symplectic and contact foliations and relates these to regular Jacobi structures, providing new insights into their existence.
Findings
Proved h-principle for locally conformal symplectic foliations
Proved h-principle for contact foliations on open manifolds
Connected contact foliations with regular Jacobi structures
Abstract
We prove -principle for locally conformal symplectic foliations and contact foliations on open manifolds. We interpret the result on principle of contact foliations in terms of the regular Jacobi structures.
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