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Math-484 Homework #10 (Penatly methods and iterative methods)
I will nish the homework before 10am Dec 5. If I spot a mathematical mistake I will let the
lecturer know as soon as possible.
I will write clearly and neatly as the grader is not an expert in
Math-484 Homework #2 (semidenite and coercive)
I will nish the homework before 10am Sep 12. If I spot a mathematical mistake I will
let the lecturer know as soon as possible.
I will write clearly and neatly as the grader is not an expert in cryptography.
Math-484 Homework #3 (convex sets and functions)
I will nish the homework before 10am Sep 19. If I spot a mathematical mistake I will
let the lecturer know as soon as possible.
I will write clearly and neatly as the grader is not an expert in cryptography
Math-484 Homework #6 (Least squares)
I will nish the homework before 10am Oct 17. If I spot a mathematical mistake I will let
the lecturer know as soon as possible.
I will write clearly and neatly as the grader is not an expert in cryptography. I will sig
Math-484 Homework #5 (Least squares)
I will nish the homework before 10am Oct 10. If I spot a mathematical mistake I will
let the lecturer know as soon as possible.
I will write clearly and neatly as the grader is not an expert in cryptography. I will sig
Math-484 Homework #1 (warm up)
I will nish the homework before 10am Sep 5. If I spot a mathematical mistake I will let
the lecturer know as soon as possible.
I will write clearly and neatly as the grader is not an expert in cryptography. I will sign each
Math-484 Homework #4 (repetition and (A G) inequality)
I will nish the homework before 10am Sep 26. If I spot a mathematical mistake I will
let the lecturer know as soon as possible.
I will write clearly and neatly as the grader is not an expert in crypto
Math-484 Homework #6 (Least squares)
I will nish the homework before 10am Oct 17. If I spot a mathematical mistake I will let
the lecturer know as soon as possible.
I will write clearly and neatly as the grader is not an expert in cryptography. I will sig
David Wiggs
MATH484 D13
HW8
DIET PROBLEM
Consider the problem of composing a diet plan that consists of n foods F1, , Fn that will provide
the minimum daily requirements of m nutrients N1, , Nm at minimum cost. To form the problem:
-let ci = cost (in cent
Math-484 Homework #7 (linear programming)
I will nish the homework before 11am Oct 16. If I spot a mathematical mistake I will
let the lecturer know as soon as possible.
I will write clearly and neatly as the grader is not an expert in cryptography. I wil
Math-484 Homework #1 (warm up)
I will nish the homework before 11am Sep 4. If I spot a mathematical mistake I will let
the lecturer know as soon as possible.
I will write clearly and neatly as the grader is not an expert in cryptography. I will sign each
Math-484 Homework #4 (convex functions, (A G) inequality, and some repetition)
I will nish the homework before 11am Sep 25. If I spot a mathematical mistake I will
let the lecturer know as soon as possible.
I will write clearly and neatly as the grader is
Math-484 Homework #3 (convex sets and semidenite matrices)
I will nish the homework before 11am Sep 18. If I spot a mathematical mistake I will
let the lecturer know as soon as possible.
I will write clearly and neatly as the grader is not an expert in cr
MATH 484 - Exam #2 (sample)
Section . Name: .
Date: Oct 26 2011
Start time 11:00 End time: 11:50
Work on your own. Write clearly. Ask if something is not clear. If you need more paper, let me
know. Good luck!
Question 1:
Write denitions of the following t
MATH 484 - Exam #3 (sample)
Section . Name: .
Date: Dec 2 2011
Start time . End time: .
Work on your own. Write clearly. Ask if something is not clear. If you need more paper, let me
know. Good luck!
Question 1:
Write denitions of the following terms: (Al
Math-484 Homework #3 (semidefinite matrices, convex sets/functions)
Correction for problem 5c on homework.
Determine whether the functions are convex, concave, strictly convex or strictly concave on
the specified sets:
(c) f (x1 , x2 ) = (x1 + 2x2 + 1)8 l
Math-484 Homework #3 (semidefinite matrices, convex sets/functions)
Due 10am Feb 13.
Write your name on your solutions and indicate if you are a C14 (4 credit hour) student.
1: Consider the function f : R2 R defined by
f (x, y) = x3 + e3y 3xey .
Show that
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