Course Assignments:

• Week 1 
  
2/6 
2/7  Pav # 1.4, 1.5, 1.9, 1.12            Due: 2/13
2/9  Moler, # 1.1, 1.2, 1.6, 1.35        Due: 2/13
2/10  Lab 1                                       Due: 2/13
 
• Week 2
  2/13                                                  (Homework from 2/6-2/9)    
           
  2/14  Pav # 4.1, 4.2, 4.3, 4.6             Due: 2/20  (Lab 1 due)
  2/16  Moler # 4.3a,b,c,d,e, 4.9          Due: 2/20
  2/17  Project 1 handed out                Due: 2/23
  

• Week 3
  2/20  Pav # 3.2, 3.3, 3.4                   Due: 2/28            (Homework from 2/13-2/16 due)  
           Moler  # 2.3, 2.9a,b                
  2/21  Pav # 3.1a, 3.7                        Due: 2/28             
           Moler #  2.7                            
  2/23      
  2/24  Catch-Up                                (Project 1 due)                       
           Pav # 3.9, 3.11                        Due: 3/2

• Week 4
  2/27  Moler 2.18a,b  code is here     Due: 3/2
  2/28  Lab 2                                       Due: 3/2
  3/1   No assignment
  3/2   Faussett  P5.1.a (by hand), P5.7.a (matlab), U5.2 (pg. 212)    Due: 3/9


• Week 5      
  3/5 Fausett: Find the QR factorization for P5.1 (by hand) and P5.7 (using matlab)   Due: 3/12
  3/6 Faussett: Use the QR algorithm to solve A5.2         Due: 3/12
        Use the QR algorithm to find the eigenvalues problem A5.20   Due: 3/12
  3/8 Find the eigenvalues and eigenvectors (by QR algorithm) for the symmetric matrix in P5.16  Due: 3/12
  3/9  


• Week 6
  3/12 Project 2 Handed out  Due: 3/16
  3/13 Pav 9.1, 9.5        Due: 3/22
  3/15 Pav 9.15,  Moler  5.8a,b,c  (matlab code for y vector is here)  Due: 3/22
  3/16  Pav 5.2, 5.3   Due: 3/27


• Week 7
  3/19 Pav 5.6    Due: 3/27
  3/20 Pav 6.2, 6.4    Due: 3/27
  3/22 Pav 6.5, 6.7   Due: 3/27
  
  Modify the "piecelin2" from the class notes to create a Matlab m-function called "piecequad" that will do piecewise quadratic approximation to a set of data. You should add a fourth variable "z0" as input to your function.  You should test out your code, including making a plot of the quadratic and data points. You should hand in your code plus the tests.   Due: 3/27
  3/23  Lab 3   Due: 3/26

• Week 8
  3/26  Pav 10.1, 10.2 (Euler method only), 10.9       Due: 4/12
  3/27  Pav 10.5, 10.10                        Due: 4/12
  3/29 Pav 10.1, 10.2 (Runge-Kutta only)           Due: 4/12
  3/30 Workday 
  


• Week 9
  4/2-4/6   SPRING BREAK


• Week 10
  4/9    SPRING BREAK
  4/10  Pav 10.7               Due: 4/12
  4/12  Examples worked in class. 
  4/13  Project 3     Due: 4/20


• Week 11
  4/16 Fausett, pg. 441 # 11.3,  11.5 (find approx to y''(1.0) )    Due: 4/26
            (In both cases find the derivative approximation using the
             forward, centered and backwards difference formulas)
  4/17 Fausett, pg. 637 # 15.3, 15.7       Due: 4/26
  4/19  
  4/20
  


• Week 12
  4/23
  4/24 Fausett, pg. 638 # 15.11, 15.13   Due: 5/1
  4/26
  4/27 Lab 4  Due: End of class


• Week 13
  4/30 Final Project Guidelines
          Fausett, pg. 638  # 15.17, 15.21, 15.27a   Due: 5/4
  5/1
  5/3  Fausett, pg. 639  # 15.27d    Due: 5/8
  5/4  


• Week 14
  5/7  Outline of Final Project Due
  5/8  Work on Final Projects
  5/10 Work on Final Projects
  5/11 Work on Final Projects
          First Draft of Final Project Paper Due
  


• Week 15
  5/14 FINAL PROJECT PRESENTATIONS I
  5/15 FINAL PROJECT PRESENTATIONS I
  5/17 READING DAY
  5/18 FINAL PROJECT PRESENTATIONS  II