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PHYS 320: Mathematical Physics

Seth Major

Offering "...sparking Legendre magic in [your] soul" since at least 2001! (Thanks to Ryan Tamburrino)


Course information (pdf):

Course syllabus & info

Special functions presentation info


Questions, Problems and Reading (pdf):

Questions 1
Questions 2
Questions 3
Questions 4
Questions 5
QPS 1
Questions 6
Questions 7
Questions 8
Questions 9
Questions 10
QPS 2
Questions 11
Questions 12
Questions 13
Questions 14
Questions 15
Questions 16
Questions 17
QPS 3(revised)
Questions 18
Questions 19
QPS 4
Questions 20
Questions 21
Questions 22
Final QPS

Some recent topics:

  • Complex Numbers

  • Methods of solving Ordinary Diff. Equ's (ODEs)

    First order, linear second order equations, Laplace transformations, Green functions, series method, ...

  • Sturm-Liouville Theory

    The remarkable properties of solutions to self-adjount differential equations

  • Special Functions

    Gamma, Legendre, Hermite, Bessels, Laguerre, Chebyshev even Hypergeometric functions will be our delight

  • Fourier Series & Transforms

    A theorem, computation of coefficients, Fourier transform, Dirac delta-function

  • Partial Diff Equ's (PDEs)

    Waves, diffusion, Schrodinger, Laplace, separation of variables

  • Techniques of Complex Analysis

    Complex number review, analytic functions, integration, integral theorems

  • Tensors

    (Notes) definition and applications

  • Groups

    Introduction, examples, rotations in 3-space, representations, applications

Handy links:

The NIST Digital library of Mathematical Functions.

  • Wolfram Alpha (launches a new tab):

  •  


    Math Methods Poetry (pdf):

    Spring 2017 Creations

    Spring 2009 Creations


     

    Last modified 19 November 2025

    link to Seth's Net Home link to Department of Physics link to archives link to gr-qc link to gr-qc/new link to archive form