On 2016-01-22 7:14 AM, Even Rouault wrote:
... and now a GDAL/OGR 2.0.2 release candidate. Please review and test.
Peek up an archive among the following ones (by ascending size):
http://download.osgeo.org/gdal/2.0.2/gdal-2.0.2RC1.tar.xz
http://download.osgeo.org/gdal/2.0.2/gdal-2.0.2RC1.
+1 for packaging on Mac OSX fink, but I've managed to create an environment
where I get lots of segfaults will all sorts of stuff (e.g. other branches
of gdal), so I can't comment on passing the tests.
One trivial nit... could drop the .gitignore file from the tar.
On Fri, Jan 22, 2016 at 3:14 AM
Here is the code.
Am 22.01.2016 um 14:05 schrieb Kai Muehlbauer:
Am 22.01.2016 um 13:26 schrieb Even Rouault:
Le vendredi 22 janvier 2016 13:19:40, Kai Muehlbauer a écrit :
Am 22.01.2016 um 12:58 schrieb Ari Jolma:
22.01.2016, 13:49, Kai Muehlbauer kirjoitti:
This is very good news! If I und
Am 22.01.2016 um 13:26 schrieb Even Rouault:
Le vendredi 22 janvier 2016 13:19:40, Kai Muehlbauer a écrit :
Am 22.01.2016 um 12:58 schrieb Ari Jolma:
22.01.2016, 13:49, Kai Muehlbauer kirjoitti:
This is very good news! If I understand correctly, I could use your
patch and self-compile gdal to
Le vendredi 22 janvier 2016 13:19:40, Kai Muehlbauer a écrit :
> Am 22.01.2016 um 12:58 schrieb Ari Jolma:
> > 22.01.2016, 13:49, Kai Muehlbauer kirjoitti:
> >> This is very good news! If I understand correctly, I could use your
> >> patch and self-compile gdal to have access to the improved
> >> l
Am 22.01.2016 um 12:58 schrieb Ari Jolma:
22.01.2016, 13:49, Kai Muehlbauer kirjoitti:
This is very good news! If I understand correctly, I could use your
patch and self-compile gdal to have access to the improved
layer-intersection function via the python bindings. I'll give this a
try.
At
22.01.2016, 13:49, Kai Muehlbauer kirjoitti:
This is very good news! If I understand correctly, I could use your
patch and self-compile gdal to have access to the improved
layer-intersection function via the python bindings. I'll give this a
try.
Attached is probably a bit better diff.
A
Am 22.01.2016 um 12:23 schrieb Ari Jolma:
22.01.2016, 12:48, Kai Muehlbauer kirjoitti:
Am 22.01.2016 um 10:52 schrieb Ari Jolma:
22.01.2016, 10:06, Kai Muehlbauer kirjoitti:
To quickly check if there is an improvement I used the python shapely
package. Converting the outer loop geometry to
22.01.2016, 12:48, Kai Muehlbauer kirjoitti:
Am 22.01.2016 um 10:52 schrieb Ari Jolma:
22.01.2016, 10:06, Kai Muehlbauer kirjoitti:
To quickly check if there is an improvement I used the python shapely
package. Converting the outer loop geometry to an shapely prepared
geometry and calling '
... and now a GDAL/OGR 2.0.2 release candidate. Please review and test.
Peek up an archive among the following ones (by ascending size):
http://download.osgeo.org/gdal/2.0.2/gdal-2.0.2RC1.tar.xz
http://download.osgeo.org/gdal/2.0.2/gdal-2.0.2RC1.tar.gz
http://download.osgeo.org/gdal/2.0.2/g
Hi,
As announced, I have prepared a GDAL/OGR 1.11.4 release candidate. Please
review and test.
Peek up an archive among the following ones (by ascending size):
http://download.osgeo.org/gdal/1.11.4/gdal-1.11.4RC1.tar.xz
http://download.osgeo.org/gdal/1.11.4/gdal-1.11.4RC1.tar.gz
http://do
Am 22.01.2016 um 10:52 schrieb Ari Jolma:
22.01.2016, 10:06, Kai Muehlbauer kirjoitti:
To quickly check if there is an improvement I used the python shapely
package. Converting the outer loop geometry to an shapely prepared
geometry and calling 'contains()' with the inner loop geometries to
22.01.2016, 10:06, Kai Muehlbauer kirjoitti:
To quickly check if there is an improvement I used the python shapely
package. Converting the outer loop geometry to an shapely prepared
geometry and calling 'contains()' with the inner loop geometries to
find those fully contained geometries I
Am 20.01.2016 um 07:35 schrieb Kai Muehlbauer:
Am 19.01.2016 um 13:09 schrieb Even Rouault:
Le mardi 19 janvier 2016 08:40:30, Ari Jolma a écrit :
18.01.2016, 11:56, Kai Muehlbauer kirjoitti:
Hi,
at the moment I calculate the intersection of two OGR Layers (A, B) by
iterating over features/ge
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