6 papers
A note on embedding of achiral Lefschetz fibrations
Arijit Nath, Kuldeep Saha
We discuss -dimensional achiral Lefschetz fibrations bounding -dimensional open books and study their Lefschetz fibration (LF) embedding in a bounded -dimensional manifold…
Periodic Surface Homeomorphisms and Contact Structures
Dheeraj Kulkarni, Kashyap Rajeevsarathy, Kuldeep Saha
Periodic surface homemorphisms (diffeomorphisms) play a significant role in the the Nielsen-Thurston classification of surface homeomorphisms. Periodic surface homeomorphisms can b…
Contact and isocontact embedding of -manifolds
Kuldeep Saha
We prove some contact analogs of smooth embedding theorems for closed -manifolds. We show that a closed, -connected, -manifold of dimension (2n + 1) that bounds a -mani…
On open books and embedding of smooth and contact manifolds
Arijit Nath, Kuldeep Saha
We discuss embedding of manifolds in the category of open books, contact manifolds and contact open books. We prove an open book version of the Haefliger--Hirsch embedding theorem…
On open book embedding of contact manifolds in the standard contact sphere
Kuldeep Saha
We prove some open book embedding results in the contact category. For example, we show that a large class of contact 3-manifolds admit contact open book embedding in the standard…
Embeddings of --manifolds via open books
Dishant M. Pancholi, Suhas Pandit, Kuldeep Saha
In this note, we discuss embeddings of --manifolds via open books. First we show that every open book of every closed orientable --manifold admits an open book embedding in a…