activity
20022020
most citedIndependence of ell of Monodromy Groups

19 citations · 26 across the 6 of their papers we have counts for

collaborators

6 papers

math.HO2020

Class Fields of Complex Multiplication: translation of "Die Klassenkörper der komplexen Multiplikation" by Max Deuring

CheeWhye Chin

This is an English translation of the monograph "Die Klassenkörper der komplexen Multiplikation" by Max Deuring, published in 1958 as Enzyklopädie der Mathematischen Wissenschaften…

math.AG2015

Rationality of homogeneous varieties

CheeWhye Chin, De-Qi Zhang

Let G be a connected linear algebraic group over an algebraically closed field k, and let H be a connected closed subgroup of G. We prove that the homogeneous variety G/H is a rati…

math.GR2010

Iterated group extensions

CheeWhye Chin

We introduce the notion of iterated group extensions, which, roughly speaking, is what one obtains by forming a group extension of a group extension. We interpret iterated extensio…

math.RT2002★ 1 cited

Determining a connected split reductive group from its irreducible representations

CheeWhye Chin

We show that a connected split reductive group G over a field of characteristic 0 is uniquely determined up to isomorphism by specifying a maximal torus T of G, the set of isomorph…

math.AG2002★ 6 cited

Independence of l in Lafforgue's theorem

CheeWhye Chin

Let X be a smooth curve over a finite field of characteristic p, let l be a prime number different from p, and let L be an irreducible lisse l-adic sheaf on X whose determinant is…

math.NT2002★ 19 cited

Independence of ell of Monodromy Groups

CheeWhye Chin

Let X be a smooth curve over a finite field of characteristic p, let E be a number field, and consider an E-compatible system of lisse sheaves on the curve X. For each place lambda…