Computational Physics at Carleton University Index
Course Information Numerical Methods Monte Carlo Methods Statistics for Physicists Special Topics


Index

ameoba bcucof brent dbrent dfpmin frprmn gauher gaujac gaulag gauleg gaussj laguer lnsrch lubksb ludcmp mnewt mprove newt odeint odeint poldiv polin2 polint powell qromb qromo qsimp qtrap ratint rtbis rtflsp rtnewt rtsafe rtsec simplx splie2 splin2 spline splint svdcmp tridiag zbrac zbrak zroots
2D interpolation
acceptance region
accounting problems
adaptive stepsize control
attractor

Bayesian approach
bicubic interpolation
bicubic spline
bifurcation diagram
binned data
binned data
binomial distribution
bisection
blackbody radiation
boundary value problems
boundary value problems
bracketing a root
Brent method
Bulirsch-Stoer method

Cantor set
capacity dimension
central limit theorem
central limit theorem
chaotic dynamics
chaotic pendulum
chi square distribution
classical method
combining errors
combining errors
combining results
comparing distributions
Compton scattering
confidence interval
confidence intervals from LS
conjugate directions
conjugate gradient methods
consistent estimator
continuity equation
correlation
correlation coefficient
covariance matrix
Crank-Nicholson scheme
critical value
cubic spline interpolation
cumulative chi square distribution

d.o.f.
darts
degrees of freedom
detector response
differential equations
diffusion equation
diffusion problem
downhill simplex method

efficient estimator
EGS
embedded Runge-Kutta formulas
error matrix
estimate
estimation of parameters
estimator
Euler's method
exercise 1
exercise 10
exercise 11
exercise 12
exercise 13
exercise 2
exercise 3
exercise 4
exercise 5
exercise 6
exercise 7
exercise 8
exercise 9
experimental measurements
experimental uncertainties
extrapolation

false position method
Feigenbaum number
finding roots
fluid mechanics
flux conservative problem
forward time centered space
fractals
fractional dimension
FTCS method

Gauss-Hermite integration
Gauss-Jacobi integration
Gauss-Jordan elimination
Gauss-Laguerre integration
Gauss-Legendre integration
Gauss-Seidel method
Gaussian confidence intervals
Gaussian distribution
Gaussian elimination
Gaussian quadrature
Gaussian random numbers
Gaussian random numbers
GEANT
generalized likelihood function
golden section search
goodness of fit
goodness of fit tests
gradient methods

hyperbolic equation
hypothesis tests

importance sampling
improper integration
independence test
initial value problems
integration in many dimensions
integration of functions
interpolation
interpolation in 2D
inverse probability 201
inversion technique
iterative improvement

Jacobi's method

Kolmogorov-Smirnov test

Lagrange multiplies
Laguerre's method
Laplace's equation
Lax method
Lax-Wendroff scheme
Lax-Wendroff scheme
least squares method
lifetime measurement
likelihood function
likelihood ratio test
linear algebra
linear congruential method
linear constraints
linear least squares model
linear programming
logistic map
LU decomposition
Lyapunov exponents

Marsaglia effect
matrix problems
maximization
maximum likelihood method
mean
Metropolis algorithm
midpoint rule
minization
modified midpoint method
Monte Carlo methods
multidimensional integrals
multidimensional simulation

Newton-Raphson method
Neyman-Pearson test
non-linear least squares model
non-physical regions
normal distribution
null hypothesis
numerical intergration
numerical viscosity


ODEs
optimization
ordinary differential equations
overrelaxation method

parabolic equation
parabolic interpolation
parameter estimation
parametric test
partial differential equations
PDEs
Pearson's chi squared test
pendulum
photon transport
physical dimensions
pivoting
Poincare section
Poisson distribution
Poisson distribution
polynomial fitting
polynomial interpolation
Powell's heuristic method
Powell's method 86
pseudo-random numbers

radioactive decay
radioactive nuclei
random interval
random number generation
random numbers
random uncertainty
RANDU generator
RANMAR generator
rational function interpolation
recursion
rejection region
rejection technique
relaxation methods
resistor divider network
Ridders method
Romberg integration
root finding
roots of polynomials
run test
Runge-Kutta method

secant method
signal signifigance
signifigance of signal
signifigance of test
simplex method 95
Simpson's rule
simulated annealing methods
simulating detector response
simulating general distributions
simulating random processes
singular value decomposition
size of test
solutions to any equation
solving systems of equations
SOR
sparse linear systems
spline
Statistical Methods
statistical uncertainty
successive overrelaxation
systematic uncertainty

test of independence
traffic simulation
trapezoidal rule
traveling salesman
type I,II errors

unbiased estimator
uncertainties of ML estimates

variable metric methods
variance

wave equation
weighted events
weighted mean
weighted mean
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