Changes:
* read_line in input.c and e_load in earray.c handles now properly '\r'
characters from DOS files.
* bug fix in metaps.c : postscript macros bar and fbar now handle hue the
right way.
* handles wheel mouse to scroll the text window content.
* better event handling : test_key, test_code, syswait hack.
* drag and drop support from gtk/gnome apps (xdnd). it works with
- ROX
- Nautilus
drag and drop from Konqueror does not work.
* popup menu for terminal editing
* modulo bug fix
* logspace, xlogplot, ylogplot, xylogplot, xlogmark, ylogmark, xylogmark
enhanced and included in util.e (no more in a separate package).
* gcm, lcm, primes, isprime and factor functions added to modulo.e
* bug fix in project function in graphics.c
* util.e
- added figure function which allow to draw quicly several graphs
in the graphical window
- xlabel, ylabel updates to fill the figure function requirements
- xgrid : scale is now sent to the bottom right of the graph
- added rotate, animate
* bug fix in my scan_dir function in main.c, which causes Segmentation
fault
* bug fix in the way euler was dealing with input and lineinput in term.c
* new : antialiasing function to enable or disable antialiasing in
density plots
* complete reorder in source file for future enhancements
* bug fix with solaris (scandir made portable)
* delete outputs menu item
EULER is a program for quickly and interactively computing with real
and complex numbers and matrices, or with intervals, in the style of
MatLab, Octave,... It can draw and animate your functions in two and
three dimensions.
Euler features :
* real, complex and interval scalars and matrices,
* a programming language, with local variables, default values for
parameters, variable parameter number, passing of functions,
* two and three dimensional graphs,
* marker plots,
* density and contour plots,
* animations,
* numerical integration and differentiation,
* statistical functions and tests,
* differential equations,
* interval methods with guaranteed inclusions,
* function minimizers (Brent, Nelder-Mean),
* Simplex algorithm,
* interpolation and approximation,
* finding roots of polynomials,
* Fast Fourier transform (FFT),
* an exact scalar product using a long accumulator,
* Postscript graphics export
