LAURA SCHAPOSNIK THESIS

Skip to main content. Heidelberg Laureate Forum, Heidelberg, Germany. During the second lecture we construct Higgs bundles for real forms of classical complex Lie groups as fixed points of involutions, and describe the corresponding spectral data when known. My first approach to principal Higgs bundles was when looking at the monodromy action for SL 2,R Higgs bundles. Higgs bundles and projective geometry seminar, November Heidelberg University, Germany 9. I am a member of Prof.

International conference on mathematical physics. National Government Prize Awards to the best undergraduate student of the year. Real structures on moduli spaces of Higgs bundles, with D. Annual meeting of the Argentinian Mathematics Society. This work is based on arXiv: January and June Representations, Lie theory and physics.

In this work we constructed natural A,B,A -branes associated to anti-holomorphic involutions on compact Riemann surfaces. Nonabelianization of Higgs bundleswith N. Through the spectral data associated to real Higgs bundles, one can see Jacobian or Prym varieties of intermediate curves appearing in the moduli space of real Higgs bundles.

II Achaposnik conference on Lie groups in geometry. Motohico Mulase UC Davis mulase math. Spectral data for G-Higgs bundles Representations, Lie theory and physics.

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laura schaposnik thesis

Real structures on moduli spaces of Higgs bundles, with D. International conference on mathematical physics.

laura schaposnik thesis

Music Conservatory, La Plata, Argentina. Individual tutorial, Washington University. Here is my CV. Enter the email address you lxura up with and we’ll email you a reset link.

Teacher for a class of 12 visiting students of a summer program. Graduate ScholarNew College, Oxford. Here is my Project Here is my CV. Steven Bradlow Post-doc reference. School of Mathematics, University of Adelaide, Australia. Here are my publications.

Mathematische Arbeitstagung, Bonn, Germany. During the last years I have been studying the moduli space of principal Higgs bundles and its relation to other areas of mathematics and physics. Here is my Project In this work we constructed natural A,B,A -branes associated to anti-holomorphic involutions on compact Riemann surfaces.

August La Cumbre, Cordoba, Argentina. In the case of dendrites, Reiter’s local two-dimensional model provides a realistic approach to the study of dendrite growth.

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Higgs bundles and projective structures. Surface group representations and split real forms – When considering Higgs bundles for split real forms as sitting inside the corresponding Hitchin fibration, they are described by points of order two in lsura smooth fibres see arXiv: 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.

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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. Higgs bundles and A,B,A -branes schaposbik, with D.

laura schaposnik thesis

A symplectic approach to constrained mechanical systems. I am a member of Prof.

Laura Schaposnik

Workshop on Moduli Spaces of Representations. Sixth workshop on Lie theory and geometry. Summer School on the moduli space scha;osnik Higgs bundles. I nterface control and snow crystal growth, with Jessica Li ,