8 citations · 11 across the 3 of their papers we have counts for
3 papers
Turaev Hyperbolicity of Classical and Virtual Knots
Colin Adams, Or Eisenberg, Jonah Greenberg +5
By work of W. Thurston, knots and links in the 3-sphere are known to either be torus links, or to contain an essential torus in their complement, or to be hyperbolic, in which case…
TG-Hyperbolicity of Virtual Links
Colin Adams, Or Eisenberg, Jonah Greenberg +5
We extend the theory of hyperbolicity of links in the 3-sphere to tg-hyperbolicity of virtual links, using the fact that the theory of virtual links can be translated into the theo…
Numbers Represented by a Finite Set of Binary Quadratic Forms
Christopher Donnay, Havi Ellers, Kate O'Connor +2
Every quadratic form represents 0; therefore, if we take any number of quadratic forms and ask which integers are simultaneously represented by all members of the collection, we ar…