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What is Fixing Anomaly in Knot Theory about?
The document presents two equivalent constructions of a space called dotted knotted trivalent graphs (dKTGs) that fixes an anomaly in the existing theory of knotted trivalent graphs (KTGs). The goal is to define a space on which a homomorphic (commuting with algebraic operations) expansion exists. The first construction replaces operations like unzip, delete and connected sum on KTGs with more general "tree connected sums". The second restricts which edges can be unzipped in KTGs. The paper argues that dKTG
- Author
- Gmonicon
- Language
- EN