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- Canad. J. Math. Vol. 62 (4), 2010 pp. 787807 doi:10.4153/CJM-2010-032-0
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- An Adaptation of the NICE Cryptosystem to Real Quadratic Orders
- Tabulation of Cubic Function Fields with Imaginary and Unusual Hessian
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- An Improved Real Quadratic Field Based Key Exchange Procedure
- Corrigendum to the proof of Lemma 4.2 of "Ideal arithmetic and infrastructure in purely cubic function fields"
- MATHEMATICS OF COMPUTATION Volume 69, Number 231, Pages 12451266
- Reduction in Purely Cubic Function Fields of Unit Rank One
- Purely Cubic Function Fields With Short R. Scheidler
- Key-Exchange in Real Quadratic Congruence Function Fields R. Scheidler, A. Stein and H. C. Williams
- This is a free offprint provided to the author by the publisher. Copyright restrictions may apply. Fields Institute Communications
- Cryptography in Quadratic Function Fields R. Scheidler
- Computation of the Fundamental Units and the Regulator of a Cyclic Cubic Function Field
- Further Tabulation of the Erdos-Selfridge Richard F. Lukes, Renate Scheidler and Hugh C. Williams
- AMS-LATEX Reference Card #1 See the TEX Reference Card for additional commands.
- Algorithmic Aspects of Cubic Function Fields R. Scheidler
- Decision Problems in Quadratic Function Fields of High Genus R. Scheidler
- Advances in Mathematics of Communications doi:10.3934/amc.2010.4.261 Volume 4, No. 2, 2010, 261279
- Purely Cubic Complex Function Fields With Small Units
- The Efficiency and Security of a Real Quadratic Field Based-Key Exchange Protocol
- FIXES TO LEMMA 4.1 AND THEOREM 4.2 IN "ALGORITHMIC ASPECTS OF CUBIC FUNCTION FIELDS"
- Compact Representation in Real Quadratic Congruence Function Fields
- Unit Computation in Purely Cubic Function Fields of Unit Rank 1
- MATHEMATICS OF COMPUTATION Volume 00, Number 0, Pages 000000
- Concentration in Information Security This concentration is offered as an area of specialization within the Majors or Honours program in computer
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