AbstractIn this article we give a sufficient condition for almost alternating diagrams to represent a non-trivial knot or a non-splittable link. Using this result, we determine which special almost alternating diagrams represent the unknot or a splittable link
In this thesis, we study knots and links via their alternating diagrams on closed orientable surface...
We study Seifert surfaces for links, and in particular the Kakimizu complex MS(L) of a link L, which...
We study Seifert surfaces for links, and in particular the Kakimizu complex MS(L) of a link L, which...
We establish a characterization of alternating links in terms of definite spanning surfaces. We appl...
We establish a characterization of alternating links in terms of definite spanning surfaces. We appl...
this paper, we say a diagram is reduced if it is not diagram I or diagram II in Figure 1, where we a...
Let R be a Seifert surface obtained by applying Seifert’s algorithm to a connected diagram D for a l...
AbstractWe introduce the category of almost alternating links: nonalternating links which have a pro...
© 2015 Dr. Joshua Andrew HowieIn this thesis we study several classes of knots and links which have ...
AbstractWe introduce the category of almost alternating links: nonalternating links which have a pro...
We prove that if an alternating knot has unknotting number one, then there exists an unknotting cros...
A knot made out of a string are often deformed in space without cutting open the closed knot.The def...
I will discuss a non-diagrammatic characterization of the class of alternating knots. I will focus ...
AbstractIn this paper, we deal with incompressible pairwise incompressible surfaces in almost altern...
In this thesis, we study knots and links via their alternating diagrams on closed orientable surface...
In this thesis, we study knots and links via their alternating diagrams on closed orientable surface...
We study Seifert surfaces for links, and in particular the Kakimizu complex MS(L) of a link L, which...
We study Seifert surfaces for links, and in particular the Kakimizu complex MS(L) of a link L, which...
We establish a characterization of alternating links in terms of definite spanning surfaces. We appl...
We establish a characterization of alternating links in terms of definite spanning surfaces. We appl...
this paper, we say a diagram is reduced if it is not diagram I or diagram II in Figure 1, where we a...
Let R be a Seifert surface obtained by applying Seifert’s algorithm to a connected diagram D for a l...
AbstractWe introduce the category of almost alternating links: nonalternating links which have a pro...
© 2015 Dr. Joshua Andrew HowieIn this thesis we study several classes of knots and links which have ...
AbstractWe introduce the category of almost alternating links: nonalternating links which have a pro...
We prove that if an alternating knot has unknotting number one, then there exists an unknotting cros...
A knot made out of a string are often deformed in space without cutting open the closed knot.The def...
I will discuss a non-diagrammatic characterization of the class of alternating knots. I will focus ...
AbstractIn this paper, we deal with incompressible pairwise incompressible surfaces in almost altern...
In this thesis, we study knots and links via their alternating diagrams on closed orientable surface...
In this thesis, we study knots and links via their alternating diagrams on closed orientable surface...
We study Seifert surfaces for links, and in particular the Kakimizu complex MS(L) of a link L, which...
We study Seifert surfaces for links, and in particular the Kakimizu complex MS(L) of a link L, which...
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