Content:
Position Indication:
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Tim Boykett
Dr. Tim Boykett
(Back to Team Overview)
Postdoc
S2 0302
Phone: +43 732 2468 6857
tim.boykett(/\t)jku.at
Publikationstyp: Aufsatz / Paper in SCI-Expanded-Zeitschrift
- Boykett T.
- Orderly Algorithm to Enumerate Central Groupoids and Their Graphs, in: Acta Mathematica Sinica, Series English, Volume 23, Number 2, Page(s) 249-264, 2007.
- Boykett T.
- Construction of Ferrero pairs of all possible orders, 2001.
Publikationstyp: Aufsatz / Paper in sonstiger referierter Zeitschrift
- Mayr P., Boykett T.
- Fixed-point-free automorphism groups from rings, in: Southeast Asian Bull. Math., Volume 29, Number 2, Page(s) 253--257, 2005.
- Boykett T., Moore C.
- Commuting cellular automata, 1997.
Publikationstyp: Aufsatz / Paper in Tagungsband (referiert)
- Boykett T.
- 20 Seconds into the Future: A Narrative Space for Mathematical Motivations, in: Bridges 2011 Proceedings, 2011.
- Mayr P., Boykett T.
- Difference Methods and Ferrero Pairs, in: Nearrings and Nearfields - Proceedings of the Conference on Nearrings and Nearfields, Hamburg, Germany, July 27 - August 3, 2003, Page(s) 177 - 187, 2005.
- Boykett T.
- An algebraic perturbation theory for stata automata, 2000.
- Boykett T., Nöbauer C.
- A class of groups which cannot be the additive group of a near-ring with identity, 1998.
Publikationstyp: Aufsatz / Paper in Sammelwerk (nicht-referiert)
- Boykett T.
- Seminearrings of polynomials over semifields; a note on Blackett's Fredericton paper, 1996.
- Boykett T.
- Combinatorial construction of one-dimensional cellular automata, 1994.
Publikationstyp: anderer Forschungsbericht / Technischer Bericht
- Boykett T.
- Rectangular Structures from affine planes over fields, 1998.
- Boykett T.
- Comparism of radius 1/2 and radius 1 paradigms in reversible cellular automata, 1997.
- Boykett T.
- Seminearring Models of Reversible Computation I, 1997.
Publikationstyp: Dissertation
- Boykett T.
- Algebraic aspects of reversible computation, 1997.
Publikationstyp: Diplom- oder Masterarbeit
- Boykett T.
- Ring-like structures in theoretical computer science, 1989.
