| Summary: | additional interface for image plot (wishlist) | ||
|---|---|---|---|
| Product: | [Applications] kst | Reporter: | sasa |
| Component: | general | Assignee: | kst |
| Status: | RESOLVED FIXED | ||
| Severity: | wishlist | ||
| Priority: | NOR | ||
| Version: | 1.1.0 | ||
| Target Milestone: | --- | ||
| Platform: | unspecified | ||
| OS: | Linux | ||
| Latest Commit: | Version Fixed In: | ||
| Sentry Crash Report: | |||
SVN commit 655587 by netterfield: BUG: 107481 Make a matrix from three vectors. M +1 -1 Makefile.am A binnedmap (directory) A binnedmap/Makefile.am A binnedmap/binnedmap.cpp [License: GPL (v2+)] A binnedmap/binnedmap.h [License: GPL (v2+)] A binnedmap/binnedmapdialog_i.cpp [License: GPL (v2+)] A binnedmap/binnedmapdialog_i.h [License: GPL (v2+)] A binnedmap/binnedmapdialogwidget.ui A binnedmap/kstobject_binnedmap.desktop --- branches/work/kst/1.5/kst/src/plugins/Makefile.am #655586:655587 @@ -20,5 +20,5 @@ CORRELATION_SUBDIR=correlation endif -SUBDIRS=bin periodogram phase statistics chop crossspectrum syncbin effective_bandwidth despike $(NOISE_SUBDIR) $(FITS_SUBDIR) $(FITSNONLINEAR_SUBDIR) $(INTERPOLATIONS_SUBDIR) $(PASS_FILTERS_SUBDIR) $(CORRELATION_SUBDIR) $(CONVOLUTION_SUBDIR) cumulative_sum differentiation shift discretizing_filters +SUBDIRS=bin binnedmap periodogram phase statistics chop crossspectrum syncbin effective_bandwidth despike $(NOISE_SUBDIR) $(FITS_SUBDIR) $(FITSNONLINEAR_SUBDIR) $(INTERPOLATIONS_SUBDIR) $(PASS_FILTERS_SUBDIR) $(CORRELATION_SUBDIR) $(CONVOLUTION_SUBDIR) cumulative_sum differentiation shift discretizing_filters |
Version: 1.1.0 (using KDE 3.3.2, Gentoo) Compiler: gcc version 3.3.5-20050130 (Gentoo Linux 3.3.5.20050130-r1, ssp-3.3.5.20050130-1, pie-8.7.7.1) OS: Linux (i686) release 2.6.8-gentoo-r8 Hi, would be great if it would be possible to plot image by using 3 vectors in addition to plot matrix. If we have data set {x_i, y_i, z_i}, where i goes from 1 to max_N and would like to plot image with points at (x_i,y_i) and color z_i. The matrix plot has limitation that we can not change x-y scale and we must have the whole matrix rather then only elements different than 0. In principle same thing could be upgraded later in 3D plots (with rotations in 3d space). cheers, sasa