Course Schedule 

                           

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Tentative Schedule

Date

 

Day

 Section

MAT 419/519

Jan

12

R

8.2

Nonhomogeneous BCs

 

16

M

 

Holiday

 

17

T

8.3 Eigenfunction Expansion Method
 

19

R

8.3-8.4 Examples/Green's Formula
 

24

T

8.5 Forced Membranes
 

26

R

9.2 Influence Function
 

31

T

9.3 Green's Functions for ODEs

Feb

2

R

9.3 Dirac Delta Function
 

7

T

9.3 Green's Functions - Properties
 

9

R

9.4 Fredholm Alternative
 

14

T

9.5 Poisson's Equation
 

16

R

9.5 Method of Images
 

21

T

  Basic Complex Analysis
 

23

R

  Analytic Functions and Singularities
 

28

T

  Complex Path Integrals

Mar

2

R

  Residue Theorem

       Spring Vacation - Mar 4-12

 

14

T

  Applications

16

R

10.2-10.3

Fourier Transforms
 

21

T

10.3

Transform Pairs
 

23

R

10.4 Application to Heat Equation
 

28

T

10.5 Fourier Sine and Cosine Transforms
 

30

R

11.2 Green's Functions - Wave Equation

Apr

4

T

12.2 Method of Characteristics - 1st Order
 

6

R

12.3 d'Alembert's Solution

11

T

12.4-12.5 d'Alembert's Solution - Special Cases

 

13

R

Vacation

 

14

F

 

Vacation

 

18

T

12.6 Quasilinear PDEs
 

20

R

12.6 Rarefactions
 

25

T

12.6 Shock Waves
  27 R 12.7 First Order - Nonlinear PDEs

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E-Mail: Dr. Russell Herman Last Updated: January 06, 2006