Add to ORKGAbstract. Flat plumbing basket surfaces of links were introduced to study the geometry of the complement of the links. In present article, we study links of the flat plumbing basket numbers 4 or less using a special presentation of the flat plumbing basket surfaces. We find a complete classification theorem of links of the flat plumbing basket numbers 4 or less. 1
We study the class L of link-types that admit a K4-minor-free diagram, i.e., they can be projected o...
Abstract. Checkerboard surfaces in alternating link complements are used frequently to determine inf...
International audienceRibbon 2-knotted objects are locally flat embeddings of surfaces in 4-space wh...
Abstract. Plumbing surfaces of links were introduced to study the geometry of the complement of the ...
AbstractIn 1994, Yoshikawa introduced a method to describe a surface-link by a ch-graph. He classifi...
AbstractRudolph introduced the notion of braidzel surfaces as a generalization of pretzel surfaces, ...
In this paper, we introduce a method, called a plat form, of describing a surface-link in 4-space us...
© 2019 Dr. Ana J. DowThis thesis adapts the cubical CAT(0) Aitchison complex, A(L), of alternating l...
The unknotting or triple point cancelling number of a surface link F is the least number of 1-handle...
AbstractThe unknotting or triple point cancelling number of a surface link F is the least number of ...
AbstractFour constructions of Seifert surfaces—Hopf and arborescent plumbing, basketry, and T-bandwo...
The cubic lattice is a graph in R3 whose vertices are all points with coordinates (x, y, z) where x,...
This paper contains a survey of different methods for generating knots and links based on geometric ...
Since the 1980s, it has been known that essential surfaces in alternating link complements can be is...
Checkerboard surfaces in alternating link complements are used frequently to determine information a...
We study the class L of link-types that admit a K4-minor-free diagram, i.e., they can be projected o...
Abstract. Checkerboard surfaces in alternating link complements are used frequently to determine inf...
International audienceRibbon 2-knotted objects are locally flat embeddings of surfaces in 4-space wh...
Abstract. Plumbing surfaces of links were introduced to study the geometry of the complement of the ...
AbstractIn 1994, Yoshikawa introduced a method to describe a surface-link by a ch-graph. He classifi...
AbstractRudolph introduced the notion of braidzel surfaces as a generalization of pretzel surfaces, ...
In this paper, we introduce a method, called a plat form, of describing a surface-link in 4-space us...
© 2019 Dr. Ana J. DowThis thesis adapts the cubical CAT(0) Aitchison complex, A(L), of alternating l...
The unknotting or triple point cancelling number of a surface link F is the least number of 1-handle...
AbstractThe unknotting or triple point cancelling number of a surface link F is the least number of ...
AbstractFour constructions of Seifert surfaces—Hopf and arborescent plumbing, basketry, and T-bandwo...
The cubic lattice is a graph in R3 whose vertices are all points with coordinates (x, y, z) where x,...
This paper contains a survey of different methods for generating knots and links based on geometric ...
Since the 1980s, it has been known that essential surfaces in alternating link complements can be is...
Checkerboard surfaces in alternating link complements are used frequently to determine information a...
We study the class L of link-types that admit a K4-minor-free diagram, i.e., they can be projected o...
Abstract. Checkerboard surfaces in alternating link complements are used frequently to determine inf...
International audienceRibbon 2-knotted objects are locally flat embeddings of surfaces in 4-space wh...