COMPUTATIONAL PHYSICS COURSE SYLLABUS
INTRODUCTION
A. HISTORY
B. HARDWARE
C. SOFTWARE
D. COMMUNICATIONS
E. MANUALS, CONSULTANTS and HELP FILES
F. THE WEB REVOLUTION
G. COMPUTER SECURITY
BASIC METHODS OF COMPUTATIONAL PHYSICS
(KOONIN, Chapter 1 and GOULD and TOBOCHNIK, Chapters 1 and 2)
A. SIMULATION, ENUMERATION, ALGEBRAIC MANIPULATION and SOLUTION of EQUATIONS
B. NUMERICAL DIFFERENTIATION
C. NUMERICAL QUADRATURE
D. FINDING ROOTS
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ORDINARY DIFFERENTIAL EQUATIONS
(KOONIN, Chapter 2 and GOULD and TOBOCHNIK, Chapter 7)
A. METHODS
B. ORDER AND CHAOS
MONTE CARLO SIMULATION
(KOONIN, Chapter 8 and GOULD and TOBOCHNIK, Chapters 10-12, 14-16)
A. RANDOM VARIABLES
B. PERCOLATION
C. ISING MODEL
D. MONTE CARLO INTEGRATION
MOLECULAR DYNAMICS
(GOULD and TOBOCHNIK, Chapter 6)
A. SELECTED TOPICS
QUANTUM MECHANICS
(KOONIN, Chapters 3-5 and GOULD and TOBOCHNIK, Chapter 17)
A. SCHRODINGER EQUATIONS
B. SELECTED TOPICS
PARALLEL COMPUTING
This page was last updated OCTOBER 2012