Morse structures on partial open books with extendable monodromy
classification
🧮 math.SG
math.GT
keywords
morseopenbookscontactextendablemanifoldsnotionpartial
read the original abstract
The first author in recent work with D. Gay developed the notion of a Morse structure on an open book as a tool for studying closed contact 3-manifolds. We extend the notion of Morse structure to extendable partial open books in order to study contact 3-manifolds with convex boundary.
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