Math 164, Lecture 2 Homework #1, due on Friday, January 13, 2006, in class No late homework accepted. Reading: Chapter 1 (sections 1.2-1.5) [1] (Fitting a quadratic function to data) The following poi
Math 164, Lecture 2, Vese Homework #7, due on WEDNESDAY, March 1st Please review sections 6.1, 6.2 (except proof of Thm. 6.2), and 6.2.1. Please read subsection 6.2.2. Problems: [1] Consider the linea
Math 164, Vese Homework #6, due on Friday, February 17, 2006 Please review sections 5.2 and 6.1 Problems: [1] Consider the linear program: Minimize z = x1 x2 subject to x1 + x2 1 x1 2x2 2 x1 , x2 0. D
Math 164, Homework #5, due on Friday, February 10, 2006 Remarks: REMINDER: midterm on Friday, February 10, 12-12.50pm (MS 5137). This will be a closed note and closed book written examination. Section
Math 164, Vese Homework #4, due on Friday, February 3rd, 2006 Remarks: Please review Sections 4.1, 4.2 and 4.3 from the textbook.
[1] Solve the following linear program graphically: minimize z = 3x1 +
Math 164, Lecture 2 Homework #2, due on Friday, January 20, 2006 (no late homework accepted) Please solve as many problems as you can from the textbook. Also, please review the material in the Appendi
Exercise #6, page 446: In the proof of necessary conditions for a local minimizer for non-linear minimization problems with linear inequality constraints (page 440) we needed the following linear alge