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James Reed Farre

Research Interests

I'm interested in surfaces, hyperbolic 3-manifolds of infinite volume, dynamics of the earthquake flow, Teichmüller theory, group actions on character varieties, convex projective geometry, bounded cohomology, and related areas.

Academic Background

I completed my PhD in 2019 with Kenneth Bromberg at the University of Utah. In 2019-20, I was an NSF postdoctoral research fellow at Yale University where my sponsoring scientist was Yair Minsky. I was also a member (and organizer) of the virtual MSRI program Fall 2020. I was a postdoc in Beatrice Pozzetti's research group in Heidelberg Spring 2021, and a Gibbs assistant professor at Yale 2021-2022. I was a Juniorprofessor (W1/Assistant Professor) in Heidelberg in 2022-23.

Portrait of James Reed Farre
Research Group Leader

James Reed Farre

Email - 864 D2 09
Geometry on Surfaces Geometry, Groups, and Dynamics MiS Profile
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Publications

inJournal
2023
James Farre

Hamiltonian flows for pseudo-Anosov mapping classes

In: Commentarii mathematici Helvetici

BibTex

 DOI: 10.4171/CMH/551 ArXiv: 2106.13510
Preprint
2023
James Farre et al.

Minimizing laminations in regular covers, horospherical orbit closures, and circle-valued Lipschitz maps

BibTex

 ArXiv: 2306.14296
inJournal
2022
James Farre

Borel and volume classes for dense representations of discrete groups

In: International mathematics research notices

BibTex

 DOI: 10.1093/imrn/rnab078 ArXiv: 1811.12761
inJournal
2022
James Farre et al.

Minimal area surfaces and fibered hyperbolic \(3\)-manifolds

In: Proceedings of the American Mathematical Society

BibTex

 DOI: 10.1090/proc/15998 ArXiv: 2105.02631
Preprint
2021
Aaron Calderon et al.

Shear-shape cocycles for measured laminations and ergodic theory of the earthquake flow

BibTex

 ArXiv: 2102.13124
inJournal
2020
James Farre

Relations in bounded cohomology

In: Journal of topology

BibTex

 DOI: 10.1112/topo.12150 ArXiv: 1808.05711
inJournal
2018
James Farre

Bounded cohomology of finitely generated Kleinian groups

In: Geometric and functional analysis

BibTex

 DOI: 10.1007/s00039-018-0470-y ArXiv: 1706.02001
inJournal
2016
James Farre et al.

Algorithms for detecting dependencies and rigid subsystems for CAD

In: Computer aided geometric design

BibTex

 DOI: 10.1016/j.cagd.2016.06.001 ArXiv: 1306.1572
inBook
2015
Josh T. Beckham et al.

The Freshman research initiative as a model for addressing shortages and disparities in STEM engagement

In: Directions for mathematics research experience for undergraduates

BibTex

 DOI: 10.1142/9789814630320_0010
All Personal Publications
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