AMATH 353- Winter Quarter 2008
SOLUTIONS - HOMEWORK 2
E. Kirkinis
University of Washington, Department of Applied Mathematics
# 4 is the important problem. At the end of the course you will remember t
AMATH 353- Winter Quarter 2008
SOLUTIONS - HOMEWORK 6
E. Kirkinis
University of Washington, Department of Applied Mathematics
Solving interesting PDEs with Fourier Transforms. The last three problems
AMATH 353- Winter Quarter 2008
SOLUTIONS - HOMEWORK 5
E. Kirkinis
University of Washington, Department of Applied Mathematics
1. Boas p. 653
Find the Fourier transform of the following function
x, x (
AMATH 353- Winter Quarter 2008
SOLUTIONS - HOMEWORK 8
E. Kirkinis
University of Washington, Department of Applied Mathematics
Rarefaction and Shock waves; Laplaces equation in plane polar coordinates
AMATH 353- Autumn Quarter 2007
SOLUTIONS - HOMEWORK 1
E. Kirkinis
University of Washington, Department of Applied Mathematics
1. Determine the order of the following 4 differential equations and decid
AMATH 353- Winter Quarter 2008
SOLUTIONS - HOMEWORK 8
E. Kirkinis
University of Washington, Department of Applied Mathematics
Laplace and Poisson equation (1,2), linear conservation laws(3), non-linea
AMATH 353- Winter Quarter 2008
SOLUTIONS - HOMEWORK 4
E. Kirkinis
University of Washington, Department of Applied Mathematics
1. Given
f (x) =
0, 0 < x < 1
1, 1 < x < 2
(1)
Sketch the even function fc
AMATH 353- Winter Quarter 2008
SOLUTIONS - HOMEWORK 7
E. Kirkinis
University of Washington, Department of Applied Mathematics
Wave equation Lessons 16-20. Solutions to Farlow problems appear at the ba
AMATH 353- Autumn Quarter 2007
SOLUTIONS - HOMEWORK 3
E. Kirkinis
University of Washington, Department of Applied Mathematics
Hints: For #1,2 look into lesson 8. You must assume a solution of the form