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Add py-geometer 0.1.2 Geometer is a geometry library for Python 3 that uses projective geometry and numpy for fast geometric computation. In projective geometry every point in 2D is represented by a three-dimensional vector and every point in 3D is represented by a four-dimensional vector. This has the following advantages: There are points at infinity that can be treated just like normal points. - Projective transformations are described by matrices but they can also represent affine transformations i.e. also translations. - Every two lines have a unique point of intersection if they lie in the same plane. Parallel lines have a point of intersection at infinity. - Points of intersection, planes or lines through given points can be calculated using simple cross products or tensor diagrams. - Special complex points at infinity and cross ratios can be used to calculate angles and to construct perpendicular geometric structures. - Most of the computation in the library done via tensor diagrams (using numpy.einsum). WWW: https://github.com/jan-mue/geometer
2019-03-17 19:21:39 +01:00
PORTNAME= geometer
science/py-geometer: Update to 0.3.5 Changes: https://github.com/jan-mue/geometer/blob/maintenance/0.3.x/docs/changelog.rst
2023-04-05 19:18:48 +02:00
PORTVERSION= 0.3.5
*: Bump PORTREVISIONs for math/mpc update to 1.3.1
2023-04-23 11:09:58 +02:00
PORTREVISION= 1
Add py-geometer 0.1.2 Geometer is a geometry library for Python 3 that uses projective geometry and numpy for fast geometric computation. In projective geometry every point in 2D is represented by a three-dimensional vector and every point in 3D is represented by a four-dimensional vector. This has the following advantages: There are points at infinity that can be treated just like normal points. - Projective transformations are described by matrices but they can also represent affine transformations i.e. also translations. - Every two lines have a unique point of intersection if they lie in the same plane. Parallel lines have a point of intersection at infinity. - Points of intersection, planes or lines through given points can be calculated using simple cross products or tensor diagrams. - Special complex points at infinity and cross ratios can be used to calculate angles and to construct perpendicular geometric structures. - Most of the computation in the library done via tensor diagrams (using numpy.einsum). WWW: https://github.com/jan-mue/geometer
2019-03-17 19:21:39 +01:00
CATEGORIES= science python
*/*: rename CHEESESHOP to PYPI in MASTER_SITES PR: 267994 Differential revision: D37518 Approved by: bapt
2023-01-11 16:47:15 +01:00
MASTER_SITES= PYPI
Add py-geometer 0.1.2 Geometer is a geometry library for Python 3 that uses projective geometry and numpy for fast geometric computation. In projective geometry every point in 2D is represented by a three-dimensional vector and every point in 3D is represented by a four-dimensional vector. This has the following advantages: There are points at infinity that can be treated just like normal points. - Projective transformations are described by matrices but they can also represent affine transformations i.e. also translations. - Every two lines have a unique point of intersection if they lie in the same plane. Parallel lines have a point of intersection at infinity. - Points of intersection, planes or lines through given points can be calculated using simple cross products or tensor diagrams. - Special complex points at infinity and cross ratios can be used to calculate angles and to construct perpendicular geometric structures. - Most of the computation in the library done via tensor diagrams (using numpy.einsum). WWW: https://github.com/jan-mue/geometer
2019-03-17 19:21:39 +01:00
PKGNAMEPREFIX= ${PYTHON_PKGNAMEPREFIX}
MAINTAINER= sunpoet@FreeBSD.org
COMMENT= Python geometry package based on projective geometry and numpy
Add WWW entries to port Makefiles It has been common practice to have one or more URLs at the end of the ports' pkg-descr files, one per line and prefixed with "WWW:". These URLs should point at a project website or other relevant resources. Access to these URLs required processing of the pkg-descr files, and they have often become stale over time. If more than one such URL was present in a pkg-descr file, only the first one was tarnsfered into the port INDEX, but for many ports only the last line did contain the port specific URL to further information. There have been several proposals to make a project URL available as a macro in the ports' Makefiles, over time. This commit implements such a proposal and moves one of the WWW: entries of each pkg-descr file into the respective port's Makefile. A heuristic attempts to identify the most relevant URL in case there is more than one WWW: entry in some pkg-descr file. URLs that are not moved into the Makefile are prefixed with "See also:" instead of "WWW:" in the pkg-descr files in order to preserve them. There are 1256 ports that had no WWW: entries in pkg-descr files. These ports will not be touched in this commit. The portlint port has been adjusted to expect a WWW entry in each port Makefile, and to flag any remaining "WWW:" lines in pkg-descr files as deprecated. Approved by: portmgr (tcberner)
2022-09-07 23:06:12 +02:00
WWW= https://github.com/jan-mue/geometer
Add py-geometer 0.1.2 Geometer is a geometry library for Python 3 that uses projective geometry and numpy for fast geometric computation. In projective geometry every point in 2D is represented by a three-dimensional vector and every point in 3D is represented by a four-dimensional vector. This has the following advantages: There are points at infinity that can be treated just like normal points. - Projective transformations are described by matrices but they can also represent affine transformations i.e. also translations. - Every two lines have a unique point of intersection if they lie in the same plane. Parallel lines have a point of intersection at infinity. - Points of intersection, planes or lines through given points can be calculated using simple cross products or tensor diagrams. - Special complex points at infinity and cross ratios can be used to calculate angles and to construct perpendicular geometric structures. - Most of the computation in the library done via tensor diagrams (using numpy.einsum). WWW: https://github.com/jan-mue/geometer
2019-03-17 19:21:39 +01:00
LICENSE= MIT
LICENSE_FILE= ${WRKSRC}/LICENSE
science/py-geometer: Revert f92330acaec14f33e17c3161b7f843c8010d72b2 and allow build with newer py-numpy in another way - Remove upper bound of py-numpy for now - Bump PORTREVISION for package change We should remove all PYNUMPY and use the real version requirement.
2023-03-21 19:47:31 +01:00
RUN_DEPENDS= ${PYTHON_PKGNAMEPREFIX}numpy>=1.15,1:math/py-numpy@${PY_FLAVOR}
Add py-geometer 0.1.2 Geometer is a geometry library for Python 3 that uses projective geometry and numpy for fast geometric computation. In projective geometry every point in 2D is represented by a three-dimensional vector and every point in 3D is represented by a four-dimensional vector. This has the following advantages: There are points at infinity that can be treated just like normal points. - Projective transformations are described by matrices but they can also represent affine transformations i.e. also translations. - Every two lines have a unique point of intersection if they lie in the same plane. Parallel lines have a point of intersection at infinity. - Points of intersection, planes or lines through given points can be calculated using simple cross products or tensor diagrams. - Special complex points at infinity and cross ratios can be used to calculate angles and to construct perpendicular geometric structures. - Most of the computation in the library done via tensor diagrams (using numpy.einsum). WWW: https://github.com/jan-mue/geometer
2019-03-17 19:21:39 +01:00
all: remove explicit versions in USES=python for "3.x+" The logic in USES=python will automatically convert this to 3.8+ by itself. Adjust two ports that only had Python 3.7 mentioned but build fine on Python 3.8 too. finance/quickfix: mark BROKEN with PYTHON libtool: compile: c++ -DHAVE_CONFIG_H -I. -I../.. -I -I. -I.. -I../.. -I../C++ -DLIBICONV_PLUG -DPYTHON_MAJOR_VERSION=3 -Wno-unused-variable -Wno-maybe-uninitialized -O2 -pipe -DLIBICONV_PLUG -fstack-protector-strong -fno-strict-aliasing -DLIBICONV_PLUG -Wall -ansi -Wno-unused-command-line-argument -Wpointer-arith -Wwrite-strings -Wno-overloaded-virtual -Wno-deprecated-declarations -Wno-deprecated -std=c++0x -MT _quickfix_la-QuickfixPython.lo -MD -MP -MF .deps/_quickfix_la-QuickfixPython.Tpo -c QuickfixPython.cpp -fPIC -DPIC -o .libs/_quickfix_la-QuickfixPython.o warning: unknown warning option '-Wno-maybe-uninitialized'; did you mean '-Wno-uninitialized'? [-Wunknown-warning-option] QuickfixPython.cpp:175:11: fatal error: 'Python.h' file not found ^~~~~~~~~~ 1 warning and 1 error generated. Reviewed by: portmgr, vishwin, yuri Differential Revision: <https://reviews.freebsd.org/D40568>
2023-06-15 00:00:28 +02:00
USES= python
Update to 0.2.3 Changes: https://github.com/jan-mue/geometer/blob/master/docs/changelog.rst
2020-07-09 20:09:16 +02:00
USE_PYTHON= autoplist concurrent distutils
Add py-geometer 0.1.2 Geometer is a geometry library for Python 3 that uses projective geometry and numpy for fast geometric computation. In projective geometry every point in 2D is represented by a three-dimensional vector and every point in 3D is represented by a four-dimensional vector. This has the following advantages: There are points at infinity that can be treated just like normal points. - Projective transformations are described by matrices but they can also represent affine transformations i.e. also translations. - Every two lines have a unique point of intersection if they lie in the same plane. Parallel lines have a point of intersection at infinity. - Points of intersection, planes or lines through given points can be calculated using simple cross products or tensor diagrams. - Special complex points at infinity and cross ratios can be used to calculate angles and to construct perpendicular geometric structures. - Most of the computation in the library done via tensor diagrams (using numpy.einsum). WWW: https://github.com/jan-mue/geometer
2019-03-17 19:21:39 +01:00
NO_ARCH= yes
.include <bsd.port.mk>
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