Laura Fredrickson | Home - University of Oregon
Attn: Laura Fredrickson Department of Mathematics University of Oregon Eugene, OR 97403
Laura Fredrickson Personal Information University of Oregon Citizenship: USA Department of Mathematics E-mail: [email protected] 1222 University of Oregonpages.uoregon.edu/lfredric Eugene, OR 97403, USA Research Interests Gauge theory, Higgs bundles, Hitchin moduli space, geometric analysis, complex geometry, di eren-tial geometry
Laura Fredrickson | Research - University of Oregon
With Lara B. Anderson, Mboyo Esole, and Laura P. Schaposnik. 1710.08453 This brief survey aims to set the stage and summarize some of the ideas under discussion at the Workshop on Singular Geometry and Higgs Bundles in String Theory , to be held at the American Institute of Mathematics from October 30th to November 3rd, 2017.
Laura Fredrickson | Teaching - University of Oregon
Laura Fredrickson . Home; Research; Teaching; CV; Email: [email protected]. Teaching . University of Oregon . Math 413/513 - Intro to Analysis I [Fall '20] Math 251 - Calculus I [Fall '20] Stanford University . Math 53 - Ordinary Differential Equations with Linear Algebra [Fall '16]
Lecture-01 MWF 9:30-10:20am j380-380X jClass # 9567 (Laura Fredrickson) Lecture-02 MWF 10:30-11:20am j200-203 jClass # 9659 (Laura Fredrickson) TA Session-03 TuTh 9:30-10:20am jGreen Earth Sciences 131 (Jesse Silliman) TA Session-04 …
Instructor: Dr. Laura Fredrickson E-mail: [email protected] Webpage: web.stanford.edu/˘ljfred4/ Office Hours: W 4:30-5:30, Th 4:30-5:30 via Zoom (see Canvas for meeting code) Lecture: M, Tu, W, Th 3:30-4:20pm (Paci c …
Notes by Laura Fredrickson These notes are based on a series of lectures Professor Karen Uhlenbeck gave in 2012 at Temple University in Philadelphia. In a series of three lectures, Karen gave a history of the equations of gauge theory, from the Yang-Mills equations to the Kapustin-Witten equations,
LARA ANDERSON AND LAURA FREDRICKSON ABSTRACT.The study of manifolds, and metrics and connections over them, has many profound links with modern theoretical physics. In particular, geometric invariants and deformation problems are closely connected to the way that particles and their interactions are described in gauge theory.
Laura Fredrickson January 8, 2015 Taubes’ paper \PSL(2;C) connections on 3-manifolds" is the rst paper in a series1 of (currently 3) papers that generalize Uhlenbeck’s compactness theorem when the gauge group Gis not compact. In this paper, Taubes generalizes data and conditions, which are natural to the special case of
Notes taken by Laura Fredrickson May 28, 2014 GEAR Junior Retreat (Ann Arbor, MI) Contents 1 A gentle introduction to branes from the physics perspective 1 1.1 ˙-models . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 1