Knots and Links can occur in the axis of DNA molecules as result of diverse enzyme actions. For site-specific recombination events there is no way to observe details of the process, so molecular biologists resort to indirect ...

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This thesis study the (2,n)-torus knots, uses the Khovanov Homology and Reidemeister Torsion. We show the study made to the Khovanov Homology Groups H^r, for r = -n, -n+1, -1; 0. These are isomorphics to either Z, Z_2 ...

The Martin-Quinn Scores is a method developed by Andrew D. Martin and Kevin M. Quinn that predicts the ideology of the United States Supreme Court. In general, this method is a liberal/conservative scale of one dimension. ...

This thesis studies the construction of Khovanov homology for (3, k)-torus knots by using combinatorial topology and skein theory, identifying common characteristics of Khovanov Bracket for (3, k)-torus knots. The r-th ...

The large quantity of almost alternating knots gives rise to an important category in knot classification. We thus establish a result, previously given for the span of the bracket polynomial for almost alternating knots, ...