activity
20052009
most citedAnderson Localization, Non-linearity and Stable Genetic Diversity

3 citations · 6 across the 5 of their papers we have counts for

collaborators

6 papers

math.AP20091 cited

Wright-Fisher Diffusion in One Dimension

Charles L. Epstein, Rafe Mazzeo

We analyze the diffusion processes associated to equations of Wright-Fisher type in one spatial dimension. These are defined by a degenerate second order operator on the interval […

math.AP20071 cited

Cobordism, Relative Indices and Stein Fillings

Charles L. Epstein

In this paper we build on the framework developed in "Subelliptic Boundary Value Problems for the Spin_C Dirac Operator, I, II, III" to obtain a more complete understanding of the…

math.CV2007

Subelliptic Spin_C Dirac operators, I

Charles L Epstein

We consider modifications of the classical dbar-Neumann conditions that define Fredholm problems for the Spin_C Dirac operator. In part II, we use boundary layer methods to obtain…

math.CA20061 cited

Tempering the polylogarithm

Charles L. Epstein, Jack Morava

We show that the function Li_s(e^x) extends to an entire function of the complex variable s, taking values in tempered distributions in x on the whole real line. That the classical…

q-bio.PE20063 cited

Anderson Localization, Non-linearity and Stable Genetic Diversity

Charles L. Epstein

In many models of genotypic evolution, the vector of genotype populations satisfies a system of linear ordinary differential equations. This system of equations models a competitio…

math.AP2005

Subelliptic Spin_c Dirac operators, III The Atiyah-Weinstein conjecture

Charles L. Epstein

In this paper we show that there is a well defined modified dbar-Neumann problem for a spin_c manifold with a strictly pseudoconvex boundary (in the contact geometry sense). We sho…