Schedule:
(version 11/26/04)
- 9/8 Ed Bueler:
intro,
scheduling,
first lecture: Section 1.1
- 9/15 Ed:
Sections 1.2
and 1.3.
- 9/21 Ed: Section 1.5
- 9/28 Ed:
Sections
1.3 and 1.4
- 10/5 Ed:
Implementation of FEM for Poisson problem (sections 1.8 and
1.9)
- 10/12 Ed:
Sections
1.7 and 2.1
- 10/19 David
Maxwell: FEM for
Stoke's
equations
- 10/26 David:
cont.
- 11/2 Victor
Mikhailov: Poincare inequality and FEM; and Ed: FEM for
poisson, cont.
- 11/9 Jed
Kallen-Brown:
multigrid on the Poisson equation
- 11/16 David:
parabolic
problems
- 11/23 David:
parabolic problems cont., show-and-tell
- 11/30 Martin
Truffer: non-shallow ice a la Colinge and
Rappaz (1999); Jed:
software for real F.E. applications
- 12/7 Ed:
obstacles and shallow ice (variational inequalities)
- 12/14 David:
a-posteriori estimates and adaptive grid refinement
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Homework:
- Homework #1: 1.1 and [problem about integral formula for
(D); see me] DUE
9/22
- Homework #2: 1.3, 1.4, and 1.6
DUE 9/29
- Homework
#3: 1.6, 1.11 DUE
10/6
- Homework
#4: 1.16, 2.1, 2.3 DUE
10/27
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