Homework

MATH 6701


   Date    Chapter/Topics   or   Page/Problems

W  Jan 7    Introduction          Ch. 3 Sec. 2 (10,14,16,18) Due M Jan 12
F    9      Systems of equations/matrices
M   12      Determinants          Ch. 3 Sec. 3 (4,9,10,11,14) Due M Jan 19
W   14      Euclidean Vector Space      Sec. 4 (2,3,4) Due M Jan 19
            Dot and Cross Products      Sec. 4 (9,12,13,14,15,19,21,25) Due M Jan 26
M   19      Geometry, lines and planes  Sec. 5 (6,21,29,40,41) Due M Jan 26
            Matrices and Linear Albebra 
W   21      Matrices and Linear Albebra Sec. 6 (3,8,9,16,18,22,29) Due M Jan 26
M   26      Linearity; Matrix Groups    Sec. 7 (2,5,8,13,29,31) Due M Feb 2
            Linear Independence         Sec. 8 (2,8,17,18,19,20) Due M Feb 2
W   28      Bases and Linear Algebra    Sec. 9 (3,5) Due M Feb 2
            Gramm-Schmidt               Sec. 10 (3,4(a)) Due M Feb 2
            Diagonalization             Sec. 11 (13,16,28) Due M Feb 2
M   Feb 2 Diagonalization
W    4    Exam 1              
M    9      more linear algebra (abstract vector spaces)
W   11      more linear algebra (projection/least squares)  
            ODEs
M   16    Spring Break
W   18    Spring Break
M   23      first order ODE       Ch. 8 Sec. 1 (1,2,3)  Due M Mar 2
                                        Sec. 2 (2,13,16,28)  Due M Mar 2
                                        Sec. 3 (2,3,16)  Due M Mar 2
W   25      existence/uniqueness        Sec. 4 (1,2,3,4) Due M Mar 2
M  Mar 2    second order ODE            Sec. 5 (1,2,3,4,5,33,34,35,36,38) Due M Mar 9
W    4      forcing                     Sec. 6 (1,4,34,41) Due M Mar 9
M    9      forcing (continued)         Sec. 7 (5,6,7) Due M Mar 16
W   11      Laplace transform           Sec. 9 (4,5,13,26) Due M Mar 16
                                        Sec. 10 (3,14) Due M Mar 16
                                        Sec. 11 (1,6,8) Due M Mar 16
M   16      Laplace transforms
W   18    Exam 2  If you needed more time, 
          print the exam and turn in your corrected/finished work on 
          Monday March 23 with your homework.  Do your own work.      
M   23      Series solutions      Ch. 12 Sec. 1 (4,6) Due M Mar 30
                                         Sec. 2 (3)  Due M Mar 30
                                  Read Sec. 6 and Sec. 7 
                                         Sec. 7 (2)  Due M Mar 30
W   25      Method of Froebenius         Sec. 11 (2) Due M Mar 30
                                         Sec. 12 (2,4) Due M Mar 30
                                         Optional: Sec. 12 (9)
M   30      Bessel Functions             Sec. 13 (1) Due M Apr 6
                                         Sec. 14 (1,2) Due M Apr 6
                                         Optional: Sec. 14 (5) 
                                         Sec. 16 (13,14,17) Due M Apr 6
W  Apr 1    Bessel Functions
M    6      Complex Analysis      Ch. 14  (Ch. 2 review)
                                         (2.5.1,6,60,62,64) no due date
                                         (2.6.2,3) no due date
                                         (2.7.8) no due date
                                         (2.9.34) Due M Apr 13
                                         (2.10.1,24,33) Due M Apr 13
W    8      complex differentiation      (14.1.7.17,21) Due M Apr 13
                                         (14.2.34,39,42,61) Due M Apr 13
M   13      complex integration          (14.3.3,11,19) no due date
W   15      Laurent series and residues  (14.4.3,9) no due date
                                         (14.6.5,17) no due date
M   20      conformal mapping            (14.9.2,5,9,12) no due date
W   22      Last class (review)
Final April 25, 9:00-12:00 solution