GEOMETRY SEMINAR
SPRING 2002
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Fall 2001

Address:  Mathematics | University of Alabama at Birmingham 
1300 University  Blvd | Birmingham, AL 35294-1170 
Phone:  943 2154 | Fax: 934 9025 

  • Monday, March 18, 2002
    Jose Escobar
    (UAB)

    TBA
    10:00 AM in Room CH 402

    Abstract:
  • Monday, March 11, 2002
    Sumio Yamada
    (UAB)

    Brief Introduction to General Relativity: Lecture 6
    10:00 AM in Room CH 402

    Abstract: We discuss the geodesics of the Schwazschild solution.
  • Monday, February 11, 2002
    Gilbert Weinstein
    (UAB)

    Brief Introduction to General Relativity: Lecture 5
    10:00 AM in Room CH 402

    Abstract: We discuss the spherically symmetric case of the Einstein vacuum equations, and begin the study of the Schwazschild solution.
  • Monday, February 4, 2002
    Gilbert Weinstein
    (UAB)

    Brief Introduction to General Relativity: Lecture 4
    10:00 AM in Room CH 402

    Abstract: In this lecture, we continue our formulation of the Cauchy Problem in the maximal gauge.
  • Monday, January 28, 2002
    Gilbert Weinstein
    (UAB)

    Brief Introduction to General Relativity: Lecture 3
    10:00 AM in Room CH 402

    Abstract: In this lecture, we formulate the Cauchy Problem in the maximal gauge, and discuss the constraint equations
  • Monday, January 14, 2002
    Gilbert Weinstein
    (UAB)

    Brief Introduction to General Relativity: Lecture 2
    10:00 AM in Room CH 402

    Abstract: In this lecture, we determine the character of the Einstein Vacuum Equations, and formulate the Cauchy Problem in the maximal gauge.
  • Monday, January 7, 2002 
    Gilbert Weinstein
    (UAB)

    Brief Introduction to General Relativity: Lecture 1
    11:00 AM in Room CH 458

    Abstract: In this first lecture, we introduce the Einstein Equations, and show that they are the Euler-Lagrange Equations for the Einstein-Hilbert Action.
  • Tuesday, December 4, 2001 Organizational Meeting
    11:25 AM in Room CH 458
The geometry seminar will continue in the Spring Term with an emphasis on general relativity and conformal geometry. Knowledge of differential geometry and partial differential equations will be useful. However, we will attempt to make the subject accessible to some degree to all in attendance. The emphasis will be on asymptotically flat 3-d Riemannian manifolds of non-negative scalar curvature. After a brief introduction on General Relativity, we plan to discuss the following results:

Other subject may be covered depending on time, and we plan to have some occasional outside guests giving lectures on their work.

Students past the JPE may take the seminar for credit. Students taking the seminar for credit will be expected to deliver a number of lectures (equal to a constant times the number of credit hours they register for). Please contact me for details.