1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.PR2025
The scaling limit of random 2-connected series-parallel maps
Daniel Amankwah, Jakob Björnberg, Sigurdur Örn Stefánsson +2
A finite graph embedded in the plane is called a series-parallel map if it can be obtained from a finite tree by repeatedly subdividing and doubling edges. We study the scaling lim…
math.PR2021
On scaling limits of random Halin-like maps
Daniel Amankwah, Sigurdur Örn Stefánsson
We consider maps which are constructed from plane trees by assigning marks to the corners of each vertex and then connecting each pair of consecutive marks on their contour by a si…
math.GT2014★ 1 cited
The Jones Polynomial and its Limitations
Daniel Amankwah
This paper will be an exposition of the Kauffman bracket polynomial model of the Jones polynomial, tangle methods for computing the Jones polynomial, and the use of these methods t…