activity
20042025
most citedAlgebraic invariants, mutation, and commensurability of link complements

18 citations · 48 across the 20 of their papers we have counts for

collaborators

28 papers

math.GT2025

Knot complements decomposing into prisms

Jason DeBlois, Arshia Gharagozlou, Neil R Hoffman

We describe four hyperbolic knot complements in , each of which covers a prism orbifold: the quotient of by the action of a discrete group generated by…

math.GT2024

Mixed-platonic 3-manifolds

Eric Chesebro, Michelle Chu, Jason DeBlois +3

We introduce a class of cusped hyperbolic -manifolds that we call mixed-platonic, composed of regular ideal hyperbolic polyhedra of more than one type, which includes certain pr…

math.GT2024

Volume and topology of bounded and closed hyperbolic 3-manifolds, II

Jason DeBlois, Peter B. Shalen

Let be a compact, orientable hyperbolic 3-manifold whose boundary is a connected totally geodesic surface of genus . If has Heegaard genus at least , then its volume…

math.GT2024

Trigonometry of partially truncated triangles and tetrahedra

Jason DeBlois

The first main results of this note establish forms of the hyperbolic laws of cosines and sines for certain classes of quadrilaterals and pentagons in the hyperbolic plane, having…

math.GT2020

Dehn surgery and hyperbolic knot complements without hidden symmetries

Eric Chesebro, Jason DeBlois, Neil R Hoffman +3

Neumann and Reid conjecture that there are exactly three knot complements which admit hidden symmetries. This paper establishes several results that provide evidence for the conjec…

math.GT2019★ 1 cited

Generic hyperbolic knot complements without hidden symmetries

Eric Chesebro, Jason DeBlois, Priyadip Mondal

We establish a pair of criteria for proving that most knot complements obtained as Dehn fillings of a given two-component hyperbolic link complement lack hidden symmetries. To do t…