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Updated regularly; only authoritative version is current version!
                 Class meets TTh 9:30-10:45 in Hum 426
Lecture notes and solutions for homework problems can be found at:
http://ereserves.unm.edu/courseindex.asp
(you will need a course password, which I will announce in class)
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Last update: Sun Sep  9 17:32:33 MDT 2007
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           Math. 466 - Homework Assignments and Exams Schedule
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Based on Arfken & Weber, 6th ed.
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			     Syllabus
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 1( 8/21) Complex arithmetic. Conjugates, polar form, roots, logarithms.
 2( 8/23) Harmonic and Analytic functions. Cauchy-Riemann equations.
   Set 1 (due 8/30) 
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 3( 8/28) Complex Integration: Contour Integrals, Cauchy Integral Theorem
 4( 8/30) Cauchy Integral formula; Schwarz reflection principle
   Set 2 (due 9/ 6) 
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 5( 9/ 4) Power series. Uniform convergence.
 6( 9/ 6) Formal power series. Laurent Series.
   Set 3 (due 9/20) 
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 7( 9/11) Singular points. Poles. Branchpoints. Essential singularity.
 8( 9/13) Branchpoints. Mappings
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 9( 9/18) Residue calculus
10( 9/20) Contour integration I
   Set 4 (due 9/27) 
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11( 9/25) Contour integration II
12( 9/27) Contour integration III
   Set 5 (due 10/4) 
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13(10/ 2)# Contour integration IV; (finish Ch. 6)
14(10/ 4)# More contour integration
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Exam Part I: due in class 10/16 (Work alone! You may use references) 
     (material from Hwks. 1-5)
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15(10/ 9) Gamma functions
**(10/11-12)  Fall Break
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16(10/16) Inversion of Laplace Transforms (Ch. 15.8)
17(10/18) # Laplace Transforms
   Set 6 (due 10/30) 
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18(10/23) ODEs: Series solutions (Ch. 9)
19(10/25) ODEs: Series solutions
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20(10/30) 2nd order equations
   Set 7 (due 11/ 6) 
21(11/ 1) Frobenius method
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23(11/ 6) Bessel functions
   Set 8 (due 11/15) 
22(11/ 8) Legendre functions
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24(11/13) Fourier Series
   Set 9 (due 11/27) 
25(11/15) Applications: Fourier-Bessel series
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Exam Part II; due 12/4 
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26(11/20) Fourier-Bessel series
**(11/22-23) Thanksgiving Break
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27(11/27)
28(11/29)
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29(12/ 4)
30(12/ 6)
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 Exam Part III (due in my office by 10:30, T 12/13)
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