mirrors/JKQtPlotter
1
0
Fork 0
mirror of https://github.com/jkriege2/JKQtPlotter.git synced 2025-02-09 14:10:54 +08:00
Code Issues Actions 1 Packages Projects Releases Wiki Activity
1,206 Commits 8 Branches 10 Tags 1.3 GiB
2ad9b01aae
Commit Graph

10 Commits

Author SHA1 Message Date
jkriege2
99f029e61e updated copyright timerange to 2024 2024-02-06 14:50:49 +01:00
jkriege2
868d6dcdf4 fixed several compile warnings 2024-01-23 13:09:37 +01:00
jkriege2
f096aa9602 fixed several static code analysis warnings and security vulnerabilities 2024-01-10 10:35:43 +01:00
jkriege2
f2004a6f66 NEW/BREAKING: rework layouting of keys/legends: new classes JKQTPBaseKey, JKQTPMainKey ... and removed several styling function for the main key from JKQTBasePlotter and JKQTPlotter (these are now accessible via JKQTBasePlotter::getMainKey() 
IMPROVED/REWORKED: legend/key positioning as combination of 3 values, e.g. \c JKQTPKeyOutsideTop|JKQTPKeyTop|JKQTPKeyRight or \c JKQTPKeyInside|JKQTPKeyTopJKQTPKeyRight
 2023-12-18 22:24:59 +01:00
jkriege2
5087970c79 updated copyright notice 2022-07-19 13:40:43 +02:00
jkriege2
a65a713ea6 improved/breaking change: reworked class hierarchy of violin plots 2020-09-21 13:53:33 +02:00
jkriege2
f368855076 renamed JKQTPPlotObject->JKQTPGeometricPlotElement and added new base class JKQTPPlotAnnotationElement 2020-09-21 13:15:57 +02:00
jkriege2
279ef7880a - improved: geometric objects now use an adaptive drawing algorithm to represent curves (before e.g. ellipses were always separated into a fixed number of line-segments) 
- improved: constructors and access functions for several geometric objects (e.g. more constructors, additional functions to retrieve parameters in diferent forms, iterators for polygons, ...)
- new: all geometric objects can either be drawn as graphic element (i.e. lines are straight line, even on non-linear axes), or as mathematical curve (i.e. on non-linear axes, lines become the appropriate curve representing the linear function, connecting the given start/end-points). The only exceptions are ellipses (and the derived arcs,pies,chords), which are always drawn as mathematical curves
 2020-09-03 23:08:52 +02:00
jkriege2
87755ce515 diverse code improvements, increased copyright year to 2020 2020-08-26 12:58:23 +02:00
jkriege2
fae6b28a58 further reorganizations of code 2019-06-20 16:25:29 +02:00