Math 464A, Numerical Analysis, Fall, 1997

This is the Math 464A homepage. Consult it from time to time to find useful information for the course. I will include links to the syllabus and other course information.


Here is a copy of current course information.

  1. (12/10/97) Sample Problems for the final exam.
  2. (12/1/97) The last programming assignment is due on Monday, December 8, not Friday.
  3. (10/24/97) This link refers to a summary of my remarks about Gauss and the method of least squares.
  4. (10/24/97) Sample Problems for the first midterm.
  5. (10/2/97) Raf's office hours on Wednesday will be 4:00-4:50.
  6. (9/29/97) The due dates on the homework are in error. They should all be Thursdays except for November 26. The correct dates are: October 2, 9, 16, 23, 30, November 6, 13, 20, December 4. The other dates are correct.
  7. (9/3/97) Syllabus(dvi)
  8. (9/3/97) Computer Projects(dvi)
  9. (9/3/97)The Engineering Library Copy Center sells a copy of the Matlab Primer. You will probably find it an adequate introduction for this course.
  10. (9/3/97) Numerical Recipes in Fortran. This is a source book for Fortran routines. Many of them can be easily changed into Matlab functions.
  11. (9/3/97) Numerical Recipes in C is the C version of this book.
  12. (9/3/97) Pete Stewart has made his Afternotes on Numerical Analysis available for public perusal.
  13. (9/3/97) You may use the matlab functions for norms in your computer projects.
  14. (9/3/97) If you want to write a matlab routine that takes a function as an argument, you include in the argument list a variable that represents the function name. When you call the function, you should supply the name of the function inside quote marks. For example:
    function  y=newt(f,df,x,n)
    
    % newton's method newt(f,df,x,n)
    % x is the initial guess; n is the number of iterations
    % files f.m and df.m contain the function and its derivatives
    % the function and derivative names f and df must be supplied in
    % quotes, i.e. a call would be of the form, newt('sin', 'cos', .2, 4).
    
    Your program will need to use feval to evaluate the functions.

morrow@math.washington.edu