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UID:dcf3936dad257c08632a5ac3393a793e
CATEGORIES:Gauge Theory Learning Seminar
CREATED:20260330T111425
SUMMARY:On degenerate Z2 harmonic 1-forms
DESCRIPTION:Abstract: Z/2-harmonic 1-forms, introduced by Taubes, arise naturally in th
 e study of boundary phenomena in gauge theory. While the deformation theory
  is well understood in the nondegenerate case, much less is known in the de
 generate setting. In this talk, I will explain how metric perturbations can
  be used to study degenerate Z/2-harmonic 1-forms and to deform a natural c
 lass of such forms to nearby nondegenerate ones. This is based on joint wor
 k with Andries Salm.
X-ALT-DESC;FMTTYPE=text/html:<div data-olk-copy-source="MessageBody">Abstract: Z/2-harmonic 1-forms, int
 roduced by Taubes, arise naturally in the study of boundary phenomena in ga
 uge theory. While the deformation theory is well understood in the nondegen
 erate case, much less is known in the degenerate setting. In this talk, I w
 ill explain how metric perturbations can be used to study degenerate Z/2-ha
 rmonic 1-forms and to deform a natural class of such forms to nearby nondeg
 enerate ones. This is based on joint work with Andries Salm.</div>
CONTACT:Siqi He (Academy of Mathematics and Systems Science)
DTSTAMP:20260826T211415
DTSTART;TZID=America/New_York:20260331T110000
DTEND;TZID=America/New_York:20260331T120000
SEQUENCE:0
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