… First note that for any two geodesic radii r1 and r2, we can construct a standard double
bubble D(r1,r2) as follows (see Figure 2.1): Take counterclockwise circular arcs C1 and C2 of …

Class Ia antiarrhythmic drugs, including procainamide (PROC), are associated with cardiac
sodium channel blockade, delayed ventricular repolarisation and with a risk of ventricular pro…

By a knot complement we mean, in this paper, the complement of a knot in a connected
closed orientable 3–manifold (which is not necessarily S 3). A knot complement is said to be …

We count the number of conjugacy classes of maximal, genus g, surface subroups in
hyperbolic 3–manifold groups. For any closed hyperbolic 3–manifold, we show that there is an …

Let $ M= H^ 3/\Gamma $ be a hyperbolic 3-manifold, where $\Gamma $ is a non-elementary
Kleinian group. It is shown that the length spectrum of $ M $ is of unbounded multiplicity.

Let M be a once-punctured torus bundle over S 1 with monodromy h. We show that, under
certain hypotheses on h,“most” Dehn-fillings of M (in some cases all but finitely many) are …

We present a method for approaching general domination and covering questions, tailored
for cross-product graphs, and demonstrate it for questions concerning the existence of …

We show that every hyperbolic link complement contains closed quasi-Fuchsian surfaces.
As a consequence, we obtain the result that on a hyperbolic link complement, if we remove …

… We let Hn denote hyperbolic n-space, and we denote the hyperbolic metric by dHn , or
just d when the meaning is clear from context. The boundary at infinity of Hn is denoted Sn−1 …

We show that if M is a surface bundle over S 1 with fiber of genus 2, then for any integer n, M
has a finite cover Mwith b 1 (M)> n. A corollary is that M can be geometrized using only the …