QSERIES FUNCTIONS
- aqprod - the product (1-a)(1-aq)..(1-aq^(n-1))
-
changes - print out list of recent changes to
qseries package
- etamake - Convert a q-series into an eta-product
expansion
- etaq - Dedekind eta product
- findhom - finds a set of potential homogeneous
relations among a list of q-series.
- findhomcombo - tries to express a q-series
as a homogeneous polynomial of degree n of a given list of q-series.
-
findhomcombomodp - tries to express a
q-series as a homogeneous polynomial of degree n of a given list of
q-series modulo p
- findhommodp - finds a set of potential
homogeneous relations modp among a list of q-series.
-
findlincombo - tries to express a q-series
as a linear combination of a given list of q-series.
-
findlincombomodp - tries to express a
q-series as a linear combination mod p of a given list of q-series.
- findnonhom - finds a set of potential
non-homogeneous relations among a list of q-series.
- findnonhomcombo - tries to express a
q-series as a polynomial of degree n of a given list of q-series.
- findpoly - tries to find a polynomial relation
between two given q-series with degrees specified.
- jac2prod -
converts a product of theta functions into q-product form.
- jac2series - converts a product of theta
functions into a product of q-series.
- jacprod - Jacobi-type infinite product
-
jacprodmake - Convert a q-series into a
product of theta functions if possible
- mprodmake - Convert a q-series into an
infinite product of the form (1+q^n1)*(1+q^n2)*...
-
packageversion - package version
- prodmake - Convert a q-series into an infinite
product
- qbin - the q-binomial coefficient (aka the Gaussian
polynomial)
- qetamake - convert q-series to a product of
eta-functions (variant of etamake)
- qfactor - factor into terms (1-q^i)
- quinprod - Watson's quintuple product
- sift - Pick out the terms of a q-series in which
the exponent belongs to a fixed residue class mod p
- theta - theta function theta(z,q)
- theta2 - the theta function theta[2](q)
- theta3 - the theta function theta[3](q)
- theta4 - the theta function theta[4](q)
- tripleprod - q-series expansion of
Jacobi's triple product
- winquist - q-series of Winquist's product
- zqfactor - Convert (z,q)-series into
(z,q)-product
The url of this page is http://qseries.org/fgarvan/qmaple/functions/functions_1_0.html.
Created by
F.G. Garvan
(fgarvan@ufl.edu) on
Friday, April 25, 2008.
Last update made Wed May 5 14:25:40 EDT 2010.
fgarvan@ufl.edu
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