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pberndt
pyradau13
Commits
76f68f08
Commit
76f68f08
authored
10 years ago
by
Phillip Berndt
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Documentation updated
parent
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v0.3
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setup.py
+13
-7
13 additions, 7 deletions
setup.py
with
13 additions
and
7 deletions
setup.py
+
13
−
7
View file @
76f68f08
...
...
@@ -7,17 +7,23 @@ from numpy.distutils.command import build_src
import
numpy
as
np
LONG_DESCRIPTION
=
"""
RADAU13 is an implicit 13th order adaptive Runge-Kutta implementation by Ernst
Hairer and Gerhard Wanner. The Fortran code is available from Ernst Hairer
'
s
website (http://www.unige.ch/~hairer/software.html) and a detailled
description is available in their book
LONG_DESCRIPTION
=
"""
RADAU13 is an implicit 13th order adaptive Runge-Kutta implementation of the
RADAU IIA method by Ernst Hairer and Gerhard Wanner. The Fortran code is
available from Ernst Hairer
'
s website
(http://www.unige.ch/~hairer/software.html)
and a detailled description is available in their book
Hairer, Norsett and Wanner (1993): Solving Ordinary Differential Equations.
Nonstiff Problems. 2nd edition. Springer Series in Comput. Math., vol. 8.
This package does not use f2py, but instead calls the fortran function from a C
extension. Dense/continous output is available. Supplying a Jacobian function is
not (yet).
extension. The solver features dense/continous output, support for implicit
problems with a mass matrix, DAEs up to index 3 and multiple error control
algorithms. The python interface includes all features except band-width
control (for now), but some of the advanced/complex settings are not
documented (yet).
"""
class
no_f2py_build_scr
(
build_src
.
build_src
):
...
...
@@ -28,7 +34,7 @@ ext_modules = [ Extension('pyradau13', sources = [ 'pyradau13.c', 'lib/radau.f',
setup
(
name
=
'
pyradau13
'
,
version
=
'
0.
2
'
,
version
=
'
0.
3
'
,
author
=
'
Phillip Berndt
'
,
author_email
=
'
phillip.berndt@googlemail.com
'
,
license
=
'
GPL
'
,
...
...
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