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- Peter Golbus, Robert W. McGrail, Mona Merling, Kenneth Ober, Mary Sharac, Japheth Wood
- 2008

This work presents a method for associating a class of constraint satisfaction problems to a three-dimensional knot. Given a knot, one can build a knot quandle, which is a generally an infinite, free algebra. The desired collection of problems is derived from the finite quotients of the knot quandle by applying theory that relates finite algebras to… (More)

- Peter B. Golbus, Robert W. McGrail, Tomasz Przytycki, Mary Sharac, Aleksandar Chakarov
- ACM Southeast Regional Conference
- 2009

This work presents a method for associating a class of constraint satisfaction problems to a three-dimensional knot. Given a knot, one can build a knot quandle, which is generally an infinite free algebra. The desired collection of problems is derived from the set of invariant relations over the knot quandle, applying theory that relates finite algebras to… (More)

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