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- W2081701064 abstract "We define new families of (so called multi-#) local moves on knot projections (which contain the #-local move and the ordinary crossing change) and study some of their properties together with related knot invariants. We show that they define unknotting operations and hence resulting unknotting numbers. We use 4-manifold theory as a tool and more specifically P. Gilmer's thesis ([3])." @default.
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- W2081701064 date "1998-11-01" @default.
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- W2081701064 title "MULTI-# UNKNOTTING OPERATIONS: A NEW FAMILY OF LOCAL MOVES ON A KNOT DIAGRAM AND RELATED INVARIANTS OF KNOTS" @default.
- W2081701064 doi "https://doi.org/10.1142/s0218216598000449" @default.
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