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# OpenMath

## OpenMath functionality in GAP

Version 11.5.3

25 February 2023

Marco Costantini
Address:
Department of Mathematics
University of Trento

Olexandr Konovalov
Email: obk1 at st-andrews dot ac dot uk
Homepage: https://alex-konovalov.github.io/
Address:
School of Computer Science
University of St Andrews
Jack Cole Building, North Haugh,
St Andrews, Fife, KY16 9SX, Scotland

Max Nicosia
Email: lmn27 at cam dot ac dot uk
Homepage: http://www-edc.eng.cam.ac.uk/~lmn27/
Address:
University of Cambridge
Department of Engineering
Engineering Design Centre
Intelligent Interactive Systems Group
Trumpington Street, Cambridge, CB2 1PZ, UK

Andrew Solomon
Email: andrew at illywhacker dot net
Homepage: http://www.illywhacker.net/
Address:
Faculty of IT
University of Technology, Sydney
Broadway, NSW 2007
Australia

### Abstract

The OpenMath package provides an OpenMath phrasebook for GAP: it allows GAP users to import and export mathematical objects encoded in OpenMath, for the purpose of exchanging them with other OpenMath-enabled applications.

### Copyright

The OpenMath package is free software; you can redistribute it and/or modify it under the terms of the GNU General Public License as published by the Free Software Foundation; either version 2 of the License, or (at your option) any later version.

### Acknowledgements

On various stages the development of the OpenMath package was supported by:

- European Commission through ESPRIT grant EP 24969 Accessing and Using Mathematical Information Electronically (see

  http://web.archive.org/web/20040416013945/http://www.nag.co.uk/projects/OpenMath.html).

- EU FP6 Programme project 026133 SCIEnce - Symbolic Computation Infrastructure for Europe (see http://www.symbolic-computing.org/).

- OpenDreamKit Horizon 2020 European Research Infrastructures project #676541 (see https://opendreamkit.org/).

We acknowledge with gratitude this support.

### Contents

1 Introduction and installation
1.1 Brief description of the package
1.2 Installation of the package
2 OpenMath functionality in GAP
2.1 Viewing OpenMath representation of an object
2.1-1 OMPrint
2.1-2 OMString
2.2 Reading OpenMath code from streams and strings
2.2-1 OMGetObject
2.2-2 EvalOMString
2.3 Writing OpenMath code to streams
2.3-1 IsOpenMathWriter
2.3-2 OpenMathXMLWriter
2.3-3 OpenMathBinaryWriter
2.3-4 OMPutObject
2.3-5 OMPlainString
2.4 Utilities
2.4-1 OMTestXML
2.4-2 OMTestBinary
3 Extending the OpenMath package
3.1 Exploring the range of supported symbols
3.2 Adding support for private content dictionaries and symbols
References
Index
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