Table of Contents
scipy.special
jn()
jn_zeros()
scipy.integrate
quad()
dblquad()
tplquad()
nquad()
odeint()
scipy.optimize
minimize()
method='Nelder-Mead'
method='BFGS'
method='Newton-CG'
least_squares()
minimize_scalar()
method='brent'
method='bounded'
scipy.interpolate
interp1d
griddata()
UnivariateSpline
bisplrep()
BivariateSpline
scipy.fftpack
lombscargle()
rv_continuous
rv_discrete
scipy.ndimage
scipy.io
scipy.io.wavfile
scipy.io.arff
scipy.io.netcdf
weave
c-i
scipy.cluster
scipy.cluster.vq
scipy.cluster.hierarchy
scipy.constants
scipy.fftpack.convolve
l-o
scipy.linalg
scipy.linalg.blas
scipy.linalg.lapack
scipy.linalg.interpolative
scipy.misc
scipy.odr
s-w
scipy.signal
scipy.sparse
scipy.sparse.linalg
scipy.sparse.csgraph
scipy.spatial
scipy.spatial.distance
scipy.stats
scipy.stats.mstats
scipy.stats.kde
scipy.weave
scipy.special.
agm
Arithmetic, Geometric Mean.
Start with a_0=a and b_0=b and iteratively compute
a_{n+1} = (a_n+b_n)/2 b_{n+1} = sqrt(a_n*b_n)
until a_n=b_n. The result is agm(a, b)
agm(a, b)=agm(b, a) agm(a, a) = a min(a, b) < agm(a, b) < max(a, b)