### LAURA SCHAPOSNIK THESIS

Communications in Mathematical Physics, A symplectic approach to constrained mechanical systems. Individual tutorial, Washington University. Spectral data for U m,m -Higgs bundles , August La Cumbre, Cordoba, Argentina. Steven Bradlow Post-doc reference. Here is my Project

Steven Bradlow Post-doc reference. Surface groups in Paris. Topology of moduli spaces of representations, March Miraflores, Spain This work is based on arXiv: Help Center Find new research papers in: In the case of certain real forms, the corresponding moduli space of Higgs bundles is closely related to the moduli space of rank 2 semistable vector bundles or parabolic bundles on an algebraic curve.

Help Center Find new research papers in: New College, Oxford, UK. The first lecture introduces classical Higgs thess and the Hitchin fibration, and describe the associated spectral data in the case of principal Higgs bundles for classical complex Lie groups.

Algebraic Number Theory, Class Tutor: After hearing a lot on Langlands duality and branes in the moduli space of Higgs bundles hereI started looking at what laurx A,B,A and B,A,A branes could be constructed in the moduli spaces of principal Higgs bundles.

July Mini-course on spectral data for Higgs bundles Singapore, Singapore.

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National Government Prize Awards to the best undergraduate student of the year. Communications in Mathematical Physics, Teacher for a class of 12 visiting students of a summer program.

International Mathematics Research Notices, Heidelberg Laureate Forum, Heidelberg, Germany. Through combinatorial methods, I could obtain an explicit description of lara monodromy action on the mod 2 cohomology for SL 2,C Higgs bundles, and by understanding the orbits, obtain information about the connected components of the moduli space of real SL 2,R Higgs bundles.

A symplectic approach to constrained mechanical systems.

# Laura Schaposnik | University of Illinois at Urbana-Champaign –

Alison Etheridge with undergraduate mathematics entrance interviews. Spectral data for the Hitchin fibration.

Workshop on Moduli Spaces of Representations. International conference on mathematical physics.

Steven Bradlow Post-doc reference. View of Oxford from the tower of New College. Here is my CV. In August I submitted my DPhil Thesis at the University of Oxford, under the supervision of Nigel Hitchinwhere I looked at Higgs bundles for real forms by defining spectral data associated to them and studying these new objects.

Higgs bundles and projective structures. Iberoamerican meeting on geometry, mechanics and control. Real structures on moduli spaces of Higgs bundles, with D. Enter the email address you signed up with and we’ll email you a reset link.

# [] Spectral data for G-Higgs bundles

An introduction to spectral data for Higgs bundles Higgs bundles and projective geometry seminar, November Heidelberg University, Germany 9. January and June I nterface control and snow crystal growth, with Jessica Li In the case of certain real forms, the corresponding moduli space of Higgs bundles is closely related to the moduli space of rank 2 semistable vector bundles or parabolic bundles on an algebraic curve.

Anna Wienhard Post-doc reference. Twistors, Geometry and Physics. August La Cumbre, Cordoba, Argentina. Click here to sign up. These branes are closely related to representations of the surface which extend to the 3-manifold and we are currently studying this relation and its implications. A symplectic approach to constrained mechanical systems.