Euler Math Toolbox 2020-05-06 freeware

Euler can also produce graphics and save the graphics in various formats, among them PNG and SVG. Graphics can also be imported into the text window, exported to files or to the clipboard. More on this in the reference for the user interface.

Author Rene Grothmann
Released 2020-05-07
Filesize 104.00 MB
Downloads 1721
OS Windows XP, Windows Vista, Windows Vista x64, Windows 7, Windows 7 x64, Windows 8, Windows 8 x64, Windows 10, Windows 10 x64
Installation Instal And Uninstall
Keywords math toolbox, numerical software, mathematical tool, math, mathematical, numeric
Users' rating
(54 rating)
Euler Math Toolbox - Freeware Download Notice

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Euler Math Toolbox freeware - The Latest User Reviews
Euler Math Toolbox freeware - The Latest Versions History
2020-05-06 May 7, 2020 New Release Fixed the function drop(v,i) which now works only for row vectors v and i. The index vector can contain negative indices. Note that the index vector will be sorted by this function.
>v=[10:20]
[10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20]
2020-04-14 Apr 15, 2020 New Release Alt-Backspace now deletes the commands as before and adds it to the undo buffer. But the undo buffer is cleared now for each delete unless the key is pressed several times without changing the current line. This allows deleting and inserting several successive lines.
Alt-U inserts the current undo at the current position in the notebook (i.e., in front of the current line). It also clears the undo buffer.
For more control, use Cut and Paste.
2020-03-25 Mar 25, 2020 New Release >nelder
Need string f, vector v, real d, real eps, args for f for nelder
Error in:
nelder ...
Improved the documentation of the elliptical functions.
>help ellrf
ellrf is an Euler function.
function map ellrf (x, y, z, eps)
Default for eps : none
Function in file : functions
Carlson's elliptic integral of the first kind RF (x; y; z).
The iteration is implemented in the Euler language.
x, y, and z must be non-negative, and at most one can be zero.
Computes
1/2 integrate(1/sqrt((t+x)*(t+y)*(t+z)),t=0..inf)
See: ellrd, ellf

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