3 papers
math.DG2005
The Geometric Theory of the Fundamental Germ
T. M. Gendron
The fundamental germ is a generalization of , first defined for laminations which arise through group actions in math.DG/0506270. In this paper, the fundamental germ is exte…
math.CV2005
The L^1 Ehrenpreis Conjecture
T. M. Gendron
Let \hat{S} be the algebraic universal cover of a closed surface of genus >1, T(\hat{S}) its Teichmuller space, M(\hat{S}) the group of mapping classes stabilizing a fixed leaf l.…
math.DG2005
The Algebraic Theory of the Fundamental Germ
T. M. Gendron
This paper introduces a notion of fundamental group appropriate for laminations.