Dr Emma Carberry
People_

Dr Emma Carberry

Phone
9351 3796
Fax
9351 4534
Address
F07 - Carslaw Building
The University of Sydney
Details
Dr Emma Carberry

I am a differential geometer working on geometric applications of integrable systems. I am particularly interested in applications to harmonic maps and conformal surface theory. A common feature of my work is an interplay between ideas arising in differential geometry and in complex algebraic geometry.

Member of the Geometry, Topology and Analysis Research Group.

Publications

Journals

  • Carberry, E., Ogilvie, R. (2020). The space of equivariant harmonic tori in the 3-sphere. Journal of Geometry and Physics, 157, 103808. [More Information]
  • Carberry, E., Ogilvie, R. (2019). Whitham deformations and the space of harmonic tori in S3. Journal of The London Mathematical Society, 99(2), 945-964. [More Information]
  • Carberry, E., Turner, K. (2017). Toda frames, harmonic maps and extended Dynkin diagrams. Differential Geometry and its Applications, 52, 142-157. [More Information]

Conferences

  • Carberry, E. (2009). Associative Cones in the Imaginary Octonions. 16th Osaka City University International Academic Symposium 2008, Japan: Osaka Municipal Universities Press (OMUP).

2020

  • Carberry, E., Ogilvie, R. (2020). The space of equivariant harmonic tori in the 3-sphere. Journal of Geometry and Physics, 157, 103808. [More Information]

2019

  • Carberry, E., Ogilvie, R. (2019). Whitham deformations and the space of harmonic tori in S3. Journal of The London Mathematical Society, 99(2), 945-964. [More Information]

2017

  • Carberry, E., Turner, K. (2017). Toda frames, harmonic maps and extended Dynkin diagrams. Differential Geometry and its Applications, 52, 142-157. [More Information]

2016

  • Carberry, E., Schmidt, M. (2016). The closure of spectral data for constant mean curvature tori in S3. Journal fur die Reine und Angewandte Mathematik, 721, 149-166. [More Information]
  • Carberry, E., Schmidt, M. (2016). The prevalence of tori amongst constant mean curvature planes in R3. Journal of Geometry and Physics, 106, 352-366. [More Information]

2014

  • Carberry, E., Turner, K. (2014). Harmonic tori in De Sitter spaces S2n 1. Geometriae Dedicata, 170(1), 143-155. [More Information]

2013

  • Carberry, E., Leschke, K., Pedit, F. (2013). Darboux transforms and spectral curves of constant mean curvature surfaces revisited. Annals of Global Analysis and Geometry, 43(4), 299-329. [More Information]
  • Carberry, E. (2013). Harmonic Maps and Integrable Systems. Contemporary Mathematics, 597, 139-163. [More Information]

2009

  • Carberry, E. (2009). Associative Cones in the Imaginary Octonions. 16th Osaka City University International Academic Symposium 2008, Japan: Osaka Municipal Universities Press (OMUP).

2007

  • Carberry, E. (2007). Mininal tori in s3. Pacific Journal of Mathematics, 233(1), 41-69. [More Information]

2004

  • Carberry, E., Mcintosh, I. (2004). Minimal Lagrangian 2-tori in CP2 come in real families of every dimension. Journal of The London Mathematical Society, 69(2), 531-544. [More Information]

Selected Grants

2016

  • The geometry of integrable systems., Carberry E, DVC Research/Brown Fellowships

2010

  • Integrable systems and energy minimisation, Carberry E, DVC Research/Laffan Fellowships