49 citations · 66 across the 5 of their papers we have counts for
6 papers
Approximate quantum fractional revival in paths and cycles
Ada Chan, Whitney Drazen, Or Eisenberg +2
We initiate the study of approximate quantum fractional revival in graphs, a generalization of pretty good quantum state transfer in graphs. We give a complete characterization of…
Fundamentals of fractional revival in graphs
Ada Chan, Gabriel Coutinho, Whitney Drazen +6
We develop a general spectral framework to analyze quantum fractional revival in quantum spin networks. In particular, we introduce generalizations of the notions of cospectral and…
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…
Pretty good quantum state transfer in asymmetric graphs via potential
Or Eisenberg, Mark Kempton, Gabor Lippner
We construct infinite families of graphs in which pretty good state transfer can be induced by adding a potential to the nodes of the graph (i.e. adding a number to a diagonal entr…
Exponential Random Simplicial Complexes
Konstantin Zuev, Or Eisenberg, Dmitri Krioukov
Exponential random graph models have attracted significant research attention over the past decades. These models are maximum-entropy ensembles under the constraints that the expec…