FMF, Mathematical Library, Lj. (MAKLJ)
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Seifert circles, braid index and the algebraic crossing numberMalešič, Jože ; Traczyk, PawełWe introduced new operations reducing the number of Seifert circles in link diagrams of special type. The operations are similar to one described in paper: K. Murasugi - J. H. Przytycky, An index of ... a graph with applications to knot theory, Mem. Amer. Math. Soc. 508 (1993). We discuss a conjecture about the number of seifert circles that can be canceled by applying the operation repeatedly. We translate the problem into one belonging to graph theory.Source: Preprint series. - ISSN 1318-4865 (Vol. 41, št. 875, 2003, str. 1-16)Type of material - article, component partPublish date - 2003Language - englishCOBISS.SI-ID - 12395609
Author
Malešič, Jože |
Traczyk, Paweł
Topics
matematika |
topologija |
teorija vozlov |
teorija grafov |
mathematics |
topology |
knot theory |
graph theory |
braid index |
cycle index |
writhe
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Malešič, Jože | 05485 |
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