Math 81:  Partial Differential Equations Syllabus (Spring 2002)
Date Topic
Jan. 21- Jan. 25 Introduction, background (Ch. 1)
Jan. 28 - Feb. 1 Types of equations (more Ch. 1), waves (Ch. 2)
Feb. 4 - Feb. 8 Waves and diffusions (more Ch. 2)
Feb. 11 - Feb. 15 More waves and diffusions (Ch. 2 still), boundary problems (Ch. 4)
Feb. 18 - Feb. 22 Fourier analysis (Ch. 5)
Feb. 25 - Mar. 1 More Fourier analysis (Ch. 5 + supp. material)
Mar. 4 - Mar. 8 More Fourier analysis, EXAM
Mar. 11 - Mar. 15 BREAK
Mar. 18 - Mar. 22 Laplace's equation (Ch. 6)
Mar. 25 - Mar. 29 Green's functions (Ch. 7)
Apr. 1 - Apr. 5 Numerical methods (Ch. 8), energy (Ch. 11)
Apr. 8 - Apr. 12 Distributions and transforms (Ch. 12)
Apr. 15 - Apr. 19 More distributions and transforms (still Ch. 12), calculus of variations (Sec. 14.3), EXAM
Apr. 22 - Apr. 26 Mathematics and music (Ch. 10 + supp. material)
Apr. 29 - May 3 More mathematics and music (supp. material), review