Homotopy classification of contact foliations on open contact manifolds
Proceedings of the Indian Academy of Sciences: Mathematical Sciences
We give a homotopy classification of foliations on open contact manifolds whose leaves are contact submanifolds of the ambient space. The result is an extension of Haefliger’s classification of foliations on open manifold in the contact setting. While proving the main theorem, we also prove a result on equidimensional isocontact immersions on open contact manifolds.
Datta, Mahuya and Mukherjee, Sauvik, "Homotopy classification of contact foliations on open contact manifolds" (2018). Journal Articles. 1169.