Skip to Content

Search: {{$root.lsaSearchQuery.q}}, Page {{$root.page}}

Skip to Page Content
  2. ...
  3. Minimal Area Surfaces and Wilson Loops in the AdS/CFT Correspondence
    1. News and Events
    2. All Events
    3. Archived Events
    4. HET Seminars
    5. 2016 HET Seminars
  2. [X] close

Minimal Area Surfaces and Wilson Loops in the AdS/CFT Correspondence

  2. All News & Features
  3. All Events
    1. Archived Events
      1. 2013
      2. 2012
      3. 2011
      4. 2010
      5. 2009
      6. 2008
      7. 2007
      8. 2006
      9. 2005
      11. 2003
      12. 2002
      13. 2001
      14. 2000
      15. 1999
      16. HEP Astro
      17. Astronomy Colloquium
      18. Biophysics Seminar
      19. CM - AMO Seminars
      20. CM Theory Seminars
      21. Complex Systems
      22. Department Colloquia
      23. Quantitative Biology Seminars
      24. HET Brown Bag Series
      25. HET Seminars
        1. 2016 HET Seminars
        2. 2015 HET Seminars
        3. 2014 HET Seminars
        4. 2013 HET Seminars
        5. 2012 HET Seminars
        6. 2011 HET Seminars
        7. 2010 HET Seminars
      27. Life After Grad School Seminars
      28. Farrand Memorial Lecture
      29. Workshops & Conferences
      30. Miscellaneous
      31. Saturday Morning Physics
      32. Special Lectures
      33. Search Events
  5. Special Lectures
  6. K-12 Programs
  7. Saturday Morning Physics
  8. Seminars & Colloquia
Friday, January 15, 2016
5:00 AM
335 West Hall

Wilson loops are one of the most important observables in gauge theories. The AdS/CFT correspondence relates the computation of Wilson loops to the study of minimal area surfaces in hyperbolic and AdS space. In this talk I am going to discuss an approach to study such minimal area surfaces emphasizing their integrability properties and leading to new solutions and methods of computation.

Speaker:
Physics
Randall Lab and Homer A. Neal Lab
450 Church Street
Ann Arbor, MI 48109-1040
734.764.4437
734.763.9694
Sitemap
© 2025 Regents of the University of Michigan