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### hwk10

Course: CS 525, Fall 2008
School: Wisconsin
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525 CS - Spring 2009 - Homework 10 assigned 4/14/09 - due Wednesday 4/22/09 1. Exercise Do 6-2-4. 2. Do Exercise 6-3-1. 3. Do Exercise 6-4-1.

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525 CS - Spring 2009 - Homework 10 assigned 4/14/09 - due Wednesday 4/22/09 1. Exercise Do 6-2-4. 2. Do Exercise 6...

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Wisconsin - CS - 525
CS 525 - Spring 2008 - Homework 1assigned 1/23/08 - due 2/1/08The data for this problem, namely 1 3 1 2 6 4 1 A= , B= 3 4 5 1 1 1 1 3 2 4 , y = 1 , x= 5 0 2 2 3 6 5 2 1 3 8 , C = , 1 0 1 1 1 z = 2 , = 3, 1can be loaded withi
Wisconsin - CS - 525
CS 525 - Spring 2008 - Homework 2assigned 1/30/08 - due 2/8/08The data for questions 1 and 2 can be loaded from hwk2.mat using the command load hwk2. Hand in an annotated diary file, as outlined in the MATLAB Setup handout. Your diary should contai
Wisconsin - CS - 525
CS 525 - Spring 2008 - Homework 3assigned 2/6/08 - due 2/15/08Hand in Matlab diary files, as described in the previous homeworks and in the Matlab Setup handout. Annotate your listing to show the actual solutions, linear dependence relationships, o
Wisconsin - CS - 525
CS 525 - Spring 2008 - Homework 4assigned 2/13/08 - due 2/22/08Hand in a diary file of your session, as described in the previous homeworks and in the Matlab Setup handout. Annotate your listing as necessary to answer the questions posed in the exe
Wisconsin - CS - 525
CS 525 - Spring 2008 - Homework 5assigned 2/18/08 - due 2/29/081. Do Exercise 3-4-2. 2. Do Exercise 3-5-3. 3. Do Exercise 3-5-4. 4. Do Exercise 3-6-2. Generate MATLAB output as outlined in the MATLAB setup sheet.
Wisconsin - CS - 525
CS 525 - Spring 2008 - Homework 6assigned 2/25/08 - due 3/7/081. Do Exercise 3-6-6. 2. Do Exercise 3-6-9. 3. Do Exercise 3-6-14, Part 2. (You can skip Part 1.) 4. Do Exercise 3-6-15. Generate MATLAB output as outlined in the MATLAB setup sheet. Han
Wisconsin - CS - 525
CS 525 - Spring 2008 - Homework 7assigned 3/3/08 - due 3/28/081. Do Exercise 4-2-2. 2. Do Exercise 4-4-1. 3. Do Exercise 4-4-3. 4. Do Exercise 4-5-2. 5. Do Exercise 4-6-2. Note: Our midterm will be held on Tuesday March 11, 2008 from 7:15p-9:15p in
Wisconsin - CS - 525
CS 525 - Spring 2008 - Homework 8assigned 3/24/08 - due 4/4/081. Do Exercise 4-7-4. 2. Do Exercise 4-7-7, parts 1 and 3. (Part 2 done in class.) 3. Do Exercise 5-1-2. 4. Do Exercise 5-1-5.
Wisconsin - CS - 525
CS 525 - Spring 2008 - Homework 9assigned 3/31/08 - due 4/11/081. Do Exercise 5-2-2. 2. Do Exercise 5-2-3. As for Exercise 5-2-2, you should work through the steps of the method manually; do not use the MATLAB routine rsm. 3. Do Exercise 6-2-4.
Wisconsin - CS - 525
CS 525 - Spring 2008 - Homework 10assigned 4/7/08 - due 4/18/081. Do Exercise 6-3-1. 2. Solve the following problem for all t:x1 ,x2min -8x1 + 10x2 + t(x2 - x1 )subject tox1 + 2x2 4, x1 , x2 0. 3. Do Exercise 6-4-1.
Wisconsin - CS - 525
CS 525 - Spring 2008 - Homework 11assigned 4/17/08 - due 5/2/081. Write down Q, p, and (with Q symmetric) to express the following quadratic in the form (1/2)x Qx + p x + : x1 - x2 + 5x2 - 4x1 x2 + x2 - 2x2 3x3 + 4x1 x3 + 4x2 . 1 2 3 2. Consider t
Wisconsin - CS - 525
CS 525 - Spring 2008 - Homework 12assigned Monday 5/5/08 - for practice only - not graded1. Do Exercise 9-1-1. 2. Do Exercise 9-1-2. 3. Formulate (but do not solve) the following problem as a linear program in general form: min max(|x1 |+3x2 -6, x1
Wisconsin - CS - 525
CS 525 - Spring 2005 - Homework 1assigned 1/19/05 - due 1/28/05The data for this problem, namely 1 3 5 1 2 6 2 1 -3 A= , B = 4 1 8 , C = , 3 4 5 1 0 1 1 1 1 1 1 3 2 1 4 1 x = , y = , z = 2 , = 3, 0 5 1 -2 2 6 3 can be loaded wi
Wisconsin - CS - 525
CS 525 - Spring 2005 - Homework 2assigned 1/28/05 - due 2/4/05The data for questions 1 and 2 can be loaded from hwk2.mat using the command load hwk2. Hand in an annotated diary le, as outlined in the MATLAB Setup handout. Your diary should contain
Wisconsin - CS - 525
CS 525 - Spring 2005 - Homework 3assigned 2/4/05 - due 2/11/051. Do Exercise 2-4-7. Hand in a diary file of your session, as described in the previous homeworks and in the Matlab Setup handout. Annotate your listing to show the actual solutions and
Wisconsin - CS - 525
CS 525 - Spring 2005 - Homework 4assigned 2/11/05 - due 2/18/05Hand in a diary file of your session, as described in the previous homeworks and in the Matlab Setup handout. Annotate your listing as necessary to answer the questions posed in the exe
Wisconsin - CS - 525
CS 525 - Spring 2005 - Homework 5assigned 2/18/05 - due 2/25/051. Do Exercise 3-4-2. 2. Do Exercise 3-5-3. 3. Do Exercise 3-5-4. 4. Do Exercise 3-6-2. Generate MATLAB output as outlined in the MATLAB setup sheet.
Wisconsin - CS - 525
CS 525 - Spring 2005 - Homework 6assigned 2/25/05 - due 3/3/051. Do Exercise 3-6-6 using Scheme I. 2. Do Exercise 3-6-9. 3. Do Exercise 3-6-14 using Scheme II. 4. Do Exercise 3-6-15 using Scheme II. Generate MATLAB output as outlined in the MATLAB
Wisconsin - CS - 525
CS 525 - Spring 2005 - Homework 7assigned 3/4/05 - due 3/11/051. Do Exercise 4-2-2. 2. Do Exercise 4-3-1. 3. Do Exercise 4-5-2. 4. Do Exercise 4-6-3. Generate MATLAB output as outlined in the MATLAB setup sheet. Note: The midterm exam will be held
Wisconsin - CS - 525
Wisconsin - CS - 525
CS 525 - Spring 2005 - Homework 8assigned 3/28/05 - due 4/4/051. Do Exercise 5-1-2. 2. Do Exercise 5-1-5. 3. Do Exercise 5-2-2. 4. Do Exercise 5-2-3. As for Exercise 5-2-2, you should work through the steps of the method manually; do not use the MA
Wisconsin - CS - 525
CS 525 - Spring 2005 - Homework 9assigned 4/1/05 - due 4/11/051. Do Exercise 6-2-4. 2. Do Exercise 6-3-1. 3. Solve the following problem for all t:x1 ,x2min -8x1 + 10x2 + t(x2 - x1 )subject tox1 + 2x2 4, x1 , x2 0.
Wisconsin - CS - 525
CS 525 - Spring 2005 - Homework 10assigned 4/11/05 - due 4/20/051. Do Exercise 6-4-1. 2. Do Exercise 6-4-2.
Wisconsin - CS - 525
CS 525 - Spring 2005 - Homework 11assigned 4/18/05 - due 4/27/051. Write down Q, p, and (with Q symmetric) to express the following quadratic in the form (1/2)x Qx + p x + : x1 - x2 + 3x2 - 2x1 x2 + x2 - 2x2 3x3 + 4x1 x3 + 4x2 . 1 2 3 2. Consider
Wisconsin - CS - 525
CS 525 - Spring 2005 - Homework 12assigned Monday 4/25/05 - due Monday 5/2/051. Do Exercise 8-6-4. 2. Verify that for the modied Matching Pennies game of Example 8-62, the solution of the linear program (8.22a) (with y = (3/8, 5/8) ) is indeed x =
Wisconsin - CS - 525
CS 525 - Spring 2003 - Homework 13assigned 5/1/03 - due 5/8/031. Do Exercise 7-1-1. 2. Do Exercise 7-3-1. 3. Do Exercise 7-3-3. The nal exam for this class will be held in Psychology 121 (the lecture room) at 10:05am on Monday May 12. It will be a
Wisconsin - CS - 525
Wisconsin - CS - 525
Final ExaminationCS 525 - Spring 2009 Tuesday, May 12, 2009, 10:05am-12:05pmEach question is worth the same number of points. No electronic devices, notes, or books allowed, except that you may bring one standard-size sheet of paper, handwritten on
Wisconsin - CS - 525
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Wisconsin - CS - 525
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CPSC 587/687 2008 W Assignment 3 (weight: 20 % of the final mark) Due date: March 28 (presentations in the lab) Full assignment (max 10 points). Develop a series of physically-based simulation models of elastic/flexible objects using the mass-spring
Wisconsin - CS - 525
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CPSC 587/687 2008 W Assignment 4 (weight: 25% of the total assignment mark) Due date (demo and report): Thursday, April 17 Develop a system for behavioral animation based on particle systems. Implement Reynolds' model of schools, flocks, and herds.
Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
CS525 Midterm 3/19/02: Grading Scheme=1. 5 points to set up the tableau correctly 5 points for pivoting correctly 6 points for figuring that part (a) is infeasible 6 points for figuring that part (b) is infinite, and stating the so
Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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Portland - CS - 321
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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Wisconsin - CS - 525
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