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Contents
Overview
Definition of basic variables: ``setup.m''
Indexing
Sampling points and reciprocal lattice vectors
Charge distribution: ``poisson.m''
Operators
Global variables
O()
L()
Linv()
cI()
cJ()
Final solution to Poisson's equation: ``poisson.m''
Background for Schrödinger's equation
Updated Operators
cI()
cJ()
O()
L()
cIdag()
cJdag()
Debugging
Energy calculation: ``sch.m'' and ``getE.m''
Setup of the potential
diagouter()
getE()
Gradient calculation
Diagprod()
H()
getgrad()
Solution of Schrödinger's equation using steepest descents: sd()
Initialize W
sd()
getPsi()
Final solution: ``sch.m''
``slice.m''
``view.m''
``poisson.m''
``O.m''
``viewmid.m''
``fdtest.m''
Tomas Arias 2005-04-03