ORDINARY DIFFERENTIAL EQUATIONS I-22M:214

SPRING SEMESTER 2010


This course is a continuation of 22M:213 (Ordinary Differential Equations I). Though the course is mostly about the theory of ordinary differential equations (ODEs), we may consider this theory in conjunction with some theoretical and practical aspects of numerical methods for ODEs. If you have a high interest in a specific topic related to ODEs, please let me know. If a majority of students taking the class is interested in the topic then I may cover it.


ASSIGNMENTS/HOMEWORK

  1. hmwk1.ps, hmwk1.pdf due 02/05/10.
  2. hmwk2.ps, hmwk2.pdf due 02/12/10.
  3. hmwk3.ps, hmwk3.pdf due 02/24/10.
  4. hmwk4.ps, hmwk4.pdf due 03/03/10.
  5. hmwk5.ps, hmwk5.pdf due 03/12/10.
  6. hmwk6.ps, hmwk6.pdf due 04/02/10.
  7. hmwk7.ps, hmwk7.pdf due 04/16/10.
  8. hmwk8.ps, hmwk8.pdf due 04/23/10.
  9. hmwk9.ps, hmwk9.pdf due 04/30/10.
  10. hmwk10.ps, hmwk10.pdf due 05/07/10.

RECOMMENDED READINGS FROM THE TEXTBOOKS (AND FROM OTHER REFERENCES)


GENERAL INFORMATION


COURSE TOPICS


MATLAB


FORTRAN


LINUX COMPUTER ACCOUNTS


GRADER


LIST OF STUDENTS

  1. Diedrichs, Danilo Roberto
  2. Ellingwood, Nathan David
  3. Gasper, Rebecca Elizabeth
  4. Goertzen, Corissa Marie
  5. Mills, Andrew Thomas
  6. Mooney, Christopher Park
  7. Padberg, Mary Therese Zeithaml
  8. Rhomberg, Patrick Seton
  9. Usova, Ekaterina
  10. Yong, Kamuela E
  11. Yu, Lu

Laurent O. Jay
Department of Mathematics
14 MacLean Hall
The University of Iowa
Iowa City, IA 52242-1419
USA
Tel: (319)-335-0898
Fax: (319)-335-0627
E-mail: ljay@math.uiowa.edu