University of Sydney / School of Mathematics and Statistics / Computational Algebra Group

Research

What I wrote, what I did.
Dan Roozemond, Computing Split Maximal Toral Subalgebras of Lie algebras over Fields of Small Characteristic
[Journal of Symbolic Computation, Volume 50, March 2013, pages 335-349 (DOI)]
Dan Roozemond, On Lie Algebras Generated by Few Extremal Elements
[Journal of Algebra, Volume 348, Issue 1, December 2011, pages 462-476 (DOI)]
S. Linton, K. Hammond, A. Konovalov, C. Brown, P.W. Trinder, H.-W. Loidl, P. Horn, D. Roozemond, Easy Composition of Symbolic Computation Software using SCSCP: A New Lingua Franca for Symbolic Computation
[Journal of Symbolic Computation, Volume 49, February 2013, Pages 95-119 (DOI)]
S. Linton, K. Hammond, A. Konovalov, A.D. Al Zain, P. Trinder, P. Horn, D. Roozemond, Easy Composition of Symbolic Computation Software: A New Lingua Franca for Symbolic Computation
[In ISSAC '10: Proceedings of the 2010 International Symposium on Symbolic and Algebraic Computation (DOI)]
Dan Roozemond, Algorithms for Lie Algebras of Algebraic Groups
[PhD Thesis, TU/e]
Arjeh M. Cohen and Dan Roozemond, Computing Chevalley bases in small characteristics
[Journal of Algebra, Volume 322, Issue 3, August 2009, pages 703-721 (DOI)]
Jos in 't panhuis, Erik Postma, Dan Roozemond, Extremal Presentations for Classical Lie Algebras
[Journal of Algebra, Volume 322, Issue 2, July 2009, pages 295-326 (DOI)]
S. Freundt, P. Horn, A. Konovalov, S. Lesseni, S. Linton, D. Roozemond, OpenMath in SCIEnce: Evolving of Symbolic Computation Interaction
[Presented at The 22nd OpenMath Workshop]
Peter Horn and Dan Roozemond, OpenMath in SCIEnce: SCSCP and POPCORN
[Presented at MKM2009; In J. Carette, L. Dixon, C. Sacerdoti Coen, S. Watt (Eds), Intelligent Computer Mathematics. (Lecture Notes in Computer Science, Vol. 5625, pp. 474-479). Berlin: Springer. (DOI)]
S. Freundt, P. Horn, A. Konovalov, S. Lesseni, S. Linton, D. Roozemond, OpenMath Content Dictionaries: scscp1, scscp2, matrix1, polynomial4, order1 .
[Presented at The 22nd OpenMath Workshop]
Peter Horn and Dan Roozemond, Java Libraries for SCSCP and OpenMath, Version 1.0.0
Arjeh M. Cohen, Gábor Ivanyos, Dan A. Roozemond, Simple Lie Algebras having Extremal Elements
[Indagationes Mathematicae, Volume 19, Issue 2, June 2008, pages 177-188 (DOI)]
D. Roozemond, An Extension of a result by Steinberg: Towards a Chevalley Basis Algorithm
[For RWCA 2008]
Sebastian Freundt, Peter Horn, Alexander Konovalov, Steve Linton, Dan Roozemond, Symbolic Computation Software Composability
[Presented at Calculemus 2008; In S. Autexier, J. Campbell, J. Rubio, V. Sorge, M. Suzuki, F. Wiedijk (Eds.), Intelligent Computer Mathematics. (Lecture Notes in Computer Science, Vol. 5144, pp. 285-295). Berlin: Springer. (DOI)]
S. Freundt, P. Horn, A. Konovalov, S. Linton, D. Roozemond, Symbolic Computation Software Composability Protocol (SCSCP) Specification, Version 1.1
Marjan van den Akker, Hilbrandt Baarsma, Johann Hurink, Maciej Modelski, Jacob Jan Paulus, Ingrid Reijnen, Dan Roozemond, Jan Schreuder, Shunting passenger trains: Getting ready for departure
[In proceedings of Study Group Mathematics with Industry 2008]
D. Roozemond, Representations of Lie groups
[Part of the MAGMA Computational Algebra System]
A.Konovalov, S.Linton, D.Roozemond, The OpenMath-based protocol for symbolic software composability
[Poster at the 8th OpenMath Meeting, June 2007, Linz]
Dan Roozemond, The Vogel Algorithm
[GAP program for translating a knot into a braid. Test it!]
D.A. Roozemond, Lie Algebras Generated by Extremal Elements
[Master's Thesis, TU/e]
D.A. Roozemond, Automated Proofs using Bracket Algebra with Cinderella and OpenMath
[Rhein Workshop on Computer Algebra]
D.A. Roozemond, Proving Statements in Planar Geometry and Cinderella
[Internship, TU Berlin]
D.A. Roozemond, Automatic Geometric Theorem Proving
[Bachelor's Thesis, TU/e]