most citedOn the classification of rank two representations of quasiprojective fundamental groups

64 citations · 68 across the 2 of their papers we have counts for

collaborators

2 papers

math.AG2007★ 64 cited

On the classification of rank two representations of quasiprojective fundamental groups

Kevin Corlette, Carlos T. Simpson

Suppose is a smooth quasiprojective variety over $\cc$ and $ρ: π_1(X,x) \to SL(2,\cc)$ is a Zariski-dense representation with quasiunipotent monodromy at infinity. Then fac…

math-ph1999★ 4 cited

Morse theory and infinite families of harmonic maps between spheres

Kevin Corlette, Robert M. Wald

Existence of an infinite sequence of harmonic maps between spheres of certain dimensions was proven by Bizon and Chmaj. This sequence shares many features of the Bartnik-McKinnon s…