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GNU Octave
Numerical analysis programming language

GNU Octave is a scientific programming language for scientific computing and numerical computation. Octave helps in solving linear and nonlinear problems numerically, and for performing other numerical experiments using a language that is mostly compatible with MATLAB. It may also be used as a batch-oriented language. As part of the GNU Project, it is free software under the terms of the GNU General Public License.

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History

The project was conceived around 1988.1 At first it was intended to be a companion to a chemical reactor design course. Full development was started by John W. Eaton in 1992. The first alpha release dates back to 4 January 1993 and on 17 February 1994 version 1.0 was released. Version 9.2.0 was released on 7 June 2024.2

The program is named after Octave Levenspiel, a former professor of the principal author. Levenspiel was known for his ability to perform quick back-of-the-envelope calculations.3

Development history

TimeAction
1988/19891st discussions (Book and Software)
February 1992Start of Development
January 1993News in Web (Version 0.60)
February 19941st Publication (Version 1.0.0 to 1.1.1)4
December 19962nd Publication (Version 2.0.x) with Windows Port (Cygwin)5
December 2007Publication of Version 3.0 (Milestone)6
29 May 2015Version 4.0.0 (stable GUI and new Syntax for OOP)78910
1 March 2019Publication of Octave 5.1.0 (QT5 preferred, Qt 4.8 minimum), hiDpi support11
26 November 2020Publication of Octave 6.1.0 (QT5 preferred, Qt 4.x deprecated for remove in 7)12
6 April 2022Publication of Octave 7.1.0 (QT5 preferred), improved graphics backend and matlab compatibility13
7 March 2023Publication of Octave 8.1.0, improved graphics backend and matlab compatibility14
14 March 2024Publication of Octave 9.1.0, general, matlab compatibility, and graphics improvements.15
7 June 2024Publication of Octave 9.2.0, bug and GUI fixes.16

Developments

In addition to use on desktops for personal scientific computing, Octave is used in academia and industry. For example, Octave was used on a massive parallel computer at Pittsburgh Supercomputing Center to find vulnerabilities related to guessing social security numbers.17

Acceleration with OpenCL or CUDA is also possible with use of GPUs.18

Technical details

  • Octave is written in C++ using the C++ standard library.
  • Octave uses an interpreter to execute the Octave scripting language.
  • Octave is extensible using dynamically loadable modules.
  • Octave interpreter has an OpenGL-based graphics engine to create plots, graphs and charts and to save or print them. Alternatively, gnuplot can be used for the same purpose.
  • Octave includes a graphical user interface (GUI) in addition to the traditional command-line interface (CLI); see #User interfaces for details.

Octave, the language

The Octave language is an interpreted programming language. It is a structured programming language (similar to C) and supports many common C standard library functions, and also certain UNIX system calls and functions.19 However, it does not support passing arguments by reference20 although function arguments are copy-on-write to avoid unnecessary duplication.

Octave programs consist of a list of function calls or a script. The syntax is matrix-based and provides various functions for matrix operations. It supports various data structures and allows object-oriented programming.21

Its syntax is very similar to MATLAB, and careful programming of a script will allow it to run on both Octave and MATLAB.22

Because Octave is made available under the GNU General Public License, it may be freely changed, copied and used.23 The program runs on Microsoft Windows and most Unix and Unix-like operating systems, including Linux, Android, and macOS.242526

Notable features

Command and variable name completion

Typing a TAB character on the command line causes Octave to attempt to complete variable, function, and file names (similar to Bash's tab completion). Octave uses the text before the cursor as the initial portion of the name to complete.27

Command history

When running interactively, Octave saves the commands typed in an internal buffer so that they can be recalled and edited.

Data structures

Octave includes a limited amount of support for organizing data in structures. In this example, we see a structure x with elements a, b, and c, (an integer, an array, and a string, respectively):

octave:1> x.a = 1; x.b = [1, 2; 3, 4]; x.c = "string"; octave:2> x.a ans = 1 octave:3> x.b ans = 1 2 3 4 octave:4> x.c ans = string octave:5> x x = scalar structure containing the fields: a = 1 b = 1 2 3 4 c = string

Short-circuit Boolean operators

Octave's && and || logical operators are evaluated in a short-circuit fashion (like the corresponding operators in the C language), in contrast to the element-by-element operators & and |.

Increment and decrement operators

Main article: Increment and decrement operators

Octave includes the C-like increment and decrement operators ++ and -- in both their prefix and postfix forms. Octave also does augmented assignment, e.g. x += 5.

Unwind-protect

Octave supports a limited form of exception handling modelled after the unwind_protect of Lisp. The general form of an unwind_protect block looks like this:

unwind_protect body unwind_protect_cleanup cleanup end_unwind_protect

As a general rule, GNU Octave recognizes as termination of a given block either the keyword end (which is compatible with the MATLAB language) or a more specific keyword endblock or, in some cases, end_block. As a consequence, an unwind_protect block can be terminated either with the keyword end_unwind_protect as in the example, or with the more portable keyword end.

The cleanup part of the block is always executed. In case an exception is raised by the body part, cleanup is executed immediately before propagating the exception outside the block unwind_protect.

GNU Octave also supports another form of exception handling (compatible with the MATLAB language):

try body catch exception_handling end

This latter form differs from an unwind_protect block in two ways. First, exception_handling is only executed when an exception is raised by body. Second, after the execution of exception_handling the exception is not propagated outside the block (unless a rethrow( lasterror ) statement is explicitly inserted within the exception_handling code).

Variable-length argument lists

Octave has a mechanism for handling functions that take an unspecified number of arguments without explicit upper limit. To specify a list of zero or more arguments, use the special argument varargin as the last (or only) argument in the list. varargin is a cell array containing all the input arguments.

function s = plus (varargin) if (nargin==0) s = 0; else s = varargin{1} + plus (varargin{2:nargin}); end end

Variable-length return lists

A function can be set up to return any number of values by using the special return value varargout. For example:

function varargout = multiassign (data) for k=1:nargout varargout{k} = data(:,k); end end

C++ integration

It is also possible to execute Octave code directly in a C++ program. For example, here is a code snippet for calling rand([10,1]):

#include <octave/oct.h> ... ColumnVector NumRands(2); NumRands(0) = 10; NumRands(1) = 1; octave_value_list f_arg, f_ret; f_arg(0) = octave_value(NumRands); f_ret = feval("rand", f_arg, 1); Matrix unis(f_ret(0).matrix_value());

C and C++ code can be integrated into GNU Octave by creating oct files, or using the MATLAB compatible MEX files.

MATLAB compatibility

Octave has been built with MATLAB compatibility in mind, and shares many features with MATLAB:

  1. Matrices as fundamental data type.
  2. Built-in support for complex numbers.
  3. Powerful built-in math functions and extensive function libraries.
  4. Extensibility in the form of user-defined functions.

Octave treats incompatibility with MATLAB as a bug; therefore, it could be considered a software clone, which does not infringe software copyright as per Lotus v. Borland court case.

MATLAB scripts from the MathWorks' FileExchange repository in principle are compatible with Octave. However, while they are often provided and uploaded by users under an Octave compatible and proper open source BSD license, the FileExchange Terms of use prohibit any usage beside MathWorks' proprietary MATLAB.282930

Syntax compatibility

There are a few purposeful, albeit minor, syntax additions Archived 2012-04-26 at the Wayback Machine:

  1. Comment lines can be prefixed with the # character as well as the % character;
  2. Various C-based operators ++, --, +=, *=, /= are supported;
  3. Elements can be referenced without creating a new variable by cascaded indexing, e.g. [1:10](3);
  4. Strings can be defined with the double-quote " character as well as the single-quote ' character;
  5. When the variable type is single (a single-precision floating-point number), Octave calculates the "mean" in the single-domain (MATLAB in double-domain) which is faster but gives less accurate results;
  6. Blocks can also be terminated with more specific Control structure keywords, i.e., endif, endfor, endwhile, etc.;
  7. Functions can be defined within scripts and at the Octave prompt;
  8. Presence of a do-until loop (similar to do-while in C).

Function compatibility

Many, but not all, of the numerous MATLAB functions are available in GNU Octave, some of them accessible through packages in Octave Forge. The functions available as part of either core Octave or Forge packages are listed online Archived 2024-03-14 at the Wayback Machine.

A list of unavailable functions is included in the Octave function __unimplemented.m__. Unimplemented functions are also listed under many Octave Forge packages in the Octave Wiki.

When an unimplemented function is called the following error message is shown:

octave:1> guide warning: the 'guide' function is not yet implemented in Octave Please read <http://www.octave.org/missing.html> to learn how you can contribute missing functionality. error: 'guide' undefined near line 1 column 1

User interfaces

Octave comes with an official graphical user interface (GUI) and an integrated development environment (IDE) based on Qt. It has been available since Octave 3.8,31 and has become the default interface (over the command-line interface) with the release of Octave 4.0.32 It was well-received by an EDN contributor, who wrote "[Octave] now has a very workable GUI" in reviewing the then-new GUI in 2014.33

Several 3rd-party graphical front-ends have also been developed, like ToolboX for coding education.

GUI applications

With Octave code, the user can create GUI applications. See GUI Development (GNU Octave (version 7.1.0)). Below are some examples:

Button, edit control, checkbox

# create figure and panel on it f = figure; # create a button (default style) b1 = uicontrol (f, "string", "A Button", "position",[10 10 150 40]); # create an edit control e1 = uicontrol (f, "style", "edit", "string", "editable text", "position",[10 60 300 40]); # create a checkbox c1 = uicontrol (f, "style", "checkbox", "string", "a checkbox", "position",[10 120 150 40]);

Textbox

prompt = {"Width", "Height", "Depth"}; defaults = {"1.10", "2.20", "3.30"}; rowscols = [1,10; 2,20; 3,30]; dims = inputdlg (prompt, "Enter Box Dimensions", rowscols, defaults);

Listbox with message boxes.

my_options = {"An item", "another", "yet another"}; [sel, ok] = listdlg ("ListString", my_options, "SelectionMode", "Multiple"); if (ok == 1) msgbox ("You selected:"); for i = 1:numel (sel) msgbox (sprintf ("\t%s", my_options{sel(i)})); endfor else msgbox ("You cancelled."); endif

Radiobuttons

# create figure and panel on it f = figure; # create a button group gp = uibuttongroup (f, "Position", [ 0 0.5 1 1]) # create a buttons in the group b1 = uicontrol (gp, "style", "radiobutton", "string", "Choice 1", "Position", [ 10 150 100 50 ]); b2 = uicontrol (gp, "style", "radiobutton", "string", "Choice 2", "Position", [ 10 50 100 30 ]); # create a button not in the group b3 = uicontrol (f, "style", "radiobutton","string", "Not in the group","Position", [ 10 50 100 50 ]);

Packages

Octave also has many packages available. Those packages are located at Octave-Forge Octave Forge - Packages, or GitHub Octave Packages. It is also possible for anyone to create and maintain packages.

Comparison with other similar software

Alternatives to GNU Octave under an open source license, other than the aforementioned MATLAB, include Scilab and FreeMat.34353637 Octave is more compatible with MATLAB than Scilab is,383940 and FreeMat has not been updated since June 2013.41

Also the Julia programming language and its plotting capabilities has similarities with GNU Octave.

See also

  • Mathematics portal
  • Computer programming portal
  • Free and open-source software portal

Notes

Further reading

Wikimedia Commons has media related to GNU Octave. Wikibooks has a book on the topic of: Octave Programming Tutorial

References

  1. "About GNU Octave". www.gnu.org. GNU. Retrieved 1 May 2018. https://www.gnu.org/software/octave/about.html

  2. "Octave 9.2.0 Released". octave.org. 2024-06-07. Retrieved 2024-11-05. https://octave.org/news/release/2024/06/07/octave-9.2.0-released.html

  3. Eaton, John W. "About Octave". Retrieved 2009-06-28. https://www.gnu.org/software/octave/about.html

  4. "GNU Octave Version 1". www.gnu.org. https://www.gnu.org/software/octave/NEWS-1.html

  5. "GNU Octave Version 2". www.gnu.org. https://www.gnu.org/software/octave/NEWS-2.html

  6. "GNU Octave Version 3". www.gnu.org. https://www.gnu.org/software/octave/NEWS-3.html

  7. "GNU Octave Version 4.0". www.gnu.org. https://www.gnu.org/software/octave/NEWS-4.0.html

  8. "GNU Octave 4.0.0 Released". www.gnu.org. 29 May 2015. https://www.gnu.org/software/octave/news/release/2015/05/29/octave-4.0.0-released.html

  9. "GNU Octave 4.0.1 Released". www.gnu.org. 23 March 2016. https://www.gnu.org/software/octave/news/release/2016/03/23/octave-4.0.1-released.html

  10. "GNU Octave 4.0.3 Released". www.gnu.org. 2 July 2016. https://www.gnu.org/software/octave/news/release/2016/07/02/octave-4.0.3-released.html

  11. "GNU Octave Version 5". www.gnu.org. https://www.gnu.org/software/octave/NEWS-5.1.html

  12. "GNU Octave 6.1.0 Released". www.gnu.org. 26 November 2020. https://www.gnu.org/software/octave/news/release/2020/11/26/octave-6.1.0-released.html

  13. "GNU Octave 7.1.0 Released". www.gnu.org. 6 April 2022. https://www.gnu.org/software/octave/news/release/2022/04/06/octave-7.1.0-released.html

  14. "GNU Octave 8.1.0 Released". octave.org. 7 March 2023. https://octave.org/news/release/2023/03/07/octave-8.1.0-released.html

  15. "GNU Octave Version 9". octave.org. Retrieved 2024-03-25. https://octave.org/NEWS-9.html

  16. "Octave 9.2.0 released". octave.org. 7 June 2024. Retrieved 2024-11-05. https://octave.org/news/release/2024/06/07/octave-9.2.0-released.html

  17. "Social Security Number Vulnerability Findings Relied on Supercomputing". 8 July 2009. Archived from the original on 29 February 2012. https://web.archive.org/web/20120229220547/http://www.hpcwire.com/hpcwire/2009-07-08/social_security_number_vulnerability_findings_relied_on_supercomputing.html

  18. "Drop-in Acceleration of GNU Octave". NVIDIA Developer Blog. June 5, 2014. https://developer.nvidia.com/blog/drop-in-acceleration-gnu-octave/

  19. "GNU Octave - Controlling subprocesses". 14 November 2008. Archived from the original on 7 January 2009. Retrieved 2009-01-28. https://web.archive.org/web/20090107005339/http://www.network-theory.co.uk/docs/octave3/octave_269.html

  20. "GNU Octave". Retrieved 2009-01-28. http://www.delorie.com/gnu/docs/octave/octave_105.html

  21. "Summary of important user-visible changes for version 3.2". Retrieved 2012-01-05. https://www.gnu.org/software/octave/NEWS-3.2.html

  22. "FAQ: MATLAB compatibility". Archived from the original on 2011-11-21. Retrieved 2009-04-04. https://web.archive.org/web/20111121043348/http://octave.org/wiki/index.php?title=FAQ#Porting_programs_from_Matlab_to_Octave

  23. Eaton, John W. "About Octave". Retrieved 2009-06-28. https://www.gnu.org/software/octave/about.html

  24. "FAQ: Getting Octave". Archived from the original on 2011-11-21. Retrieved 2009-04-04. https://web.archive.org/web/20111121043348/http://octave.org/wiki/index.php?title=FAQ#On_what_platforms_does_Octave_run.3F

  25. "Top (GNU Octave (version 6.3.0))". octave.org. https://octave.org/doc/v6.3.0/

  26. "Octave for Android - Octave". wiki.octave.org. Retrieved 2021-08-23. https://wiki.octave.org/Octave_for_Android

  27. Eaton, John W. "Letting Readline Type For You". GNU Octave Reference Manual. Archived from the original on 2018-02-12. Retrieved 2016-07-29. https://web.archive.org/web/20180212145842/http://www.gnu.org/software/octave/doc/interpreter/Commands-for-Completion.html#Commands-For-Completion

  28. "FAQ - Octave". wiki.octave.org. Retrieved 2022-12-05. https://wiki.octave.org/FAQ

  29. "MATLAB Central Terms of Use". www.mathworks.com. Retrieved 2022-12-05. https://www.mathworks.com/matlabcentral/content/terms-of-use.html

  30. "File Exchange Licensing FAQ". www.mathworks.com. Retrieved 2022-12-05. https://www.mathworks.com/matlabcentral/content/fx/fx-transition-faq.html

  31. "GNU Octave Version 3.8". www.gnu.org. https://www.gnu.org/software/octave/NEWS-3.8.html

  32. "GNU Octave Version 4.0". www.gnu.org. https://www.gnu.org/software/octave/NEWS-4.0.html

  33. Hageman, Steve (7 February 2014). "GNU Octave hits a high note". EDN. http://www.edn.com/electronics-blogs/the-practicing-instrumentation-engineer/4428091/GNU-Octave-hits-a-high-note

  34. Trappenberg, Thomas (2010). Fundamentals of Computational Neuroscience. Oxford University Press. p. 361. ISBN 978-0-19-956841-3. 978-0-19-956841-3

  35. Muhammad, A; Zalizniak, V (2011). Practical Scientific Computing. Woodhead Publishing. p. 3. ISBN 978-0-85709-226-7. 978-0-85709-226-7

  36. Megrey, Bernard A.; Moksness, Erlend (2008). Computers in Fisheries Research. Springer Science & Business Media. p. 345. ISBN 978-1-4020-8636-6. 978-1-4020-8636-6

  37. Kapuno, Raul Raymond (2008). Programming for Chemical Engineers Using C, C++, and MATLAB. Jones & Bartlett Publishers. p. 365. ISBN 978-1-934015-09-4. 978-1-934015-09-4

  38. Trappenberg, Thomas (2010). Fundamentals of Computational Neuroscience. Oxford University Press. p. 361. ISBN 978-0-19-956841-3. 978-0-19-956841-3

  39. Herman, Russell L. (2013). A Course in Mathematical Methods for Physicists. CRC Press. p. 42. ISBN 978-1-4665-8467-9. 978-1-4665-8467-9

  40. Wouwer, Alain Vande; Saucez, Philippe; Vilas, Carlos (2014). Simulation of ODE/PDE Models with MATLAB, Octave and Scilab: Scientific and Engineering Applications. Springer. pp. 114–115. ISBN 978-3-319-06790-2. 978-3-319-06790-2

  41. "FreeMat". freemat.sourceforge.net. Retrieved 22 February 2020. http://freemat.sourceforge.net/