[arXiv:1401.0162] Categories of diagrams with irreversible moves

Published: 4/10/2017
[arXiv:1401.0162] Categories of diagrams with irreversible moves
Source: MATH.UCDAVIS.EDU

We work with a generalization of knot theory, in which one diagram is reachable from another via a finite sequence of moves if a fixed condition, regarding the existence of certain morphisms in an associated category, is satisfied for every move of the sequence. This conditional setting leads to a possibility of irreversible moves, terminal states, and to using functors more general than the ones

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