
TL;DR
This paper introduces a graph structure that encodes contact surgery operations on contact 3-manifolds, analyzing its fundamental properties and notable subgraphs to better understand the topology of contact surgeries.
Contribution
It defines a new graph model for contact surgery on 3-manifolds and investigates its basic properties and subgraph structures, providing a novel perspective in contact topology.
Findings
Characterization of the contact surgery graph
Identification of interesting subgraphs within the contact surgery graph
Insights into the structure of contact surgeries on 3-manifolds
Abstract
We define a graph encoding the structure of contact surgery on contact 3-manifolds and analyze its basic properties and some of its interesting subgraphs.
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