# Publication Search Results

Matches for:

• Author=Taylor DE

1. Cohen AM, Taylor DE. On a certain Lie algebra defined by a finite group, (2006), preprint

2. Taylor DE. Reflection subgroups of finite complex reflection groups, Journal of Algebra, 366 (2012), 218–234.

3. Lehrer GI, Taylor DE. Unitary reflection groups, Australian Mathematical Society Lecture Series, 20, Cambridge University Press, Cambridge, (2009), 294. ISBN 978-0-521-74989-3 MR2542964

4. Muraleedaran K, Taylor DE. Embeddings of complex line systems and finite reflection groups, Journal of the Australian Mathematical Society, 85 (2008), no. 2, 211–228. MR2470539

5. Cohen AM, Taylor DE. On a certain Lie algebra defined by a finite group, American Mathematical Monthly, 114 (2007), no. 7, 633–639. MR2341327

6. Abelson D, Hong SH, Taylor DE. Geometric automorphism groups of graphs, Discrete and Applied Mathematics, 155 (2007), no. 17, 2211–2226. MR2360651

7. Taylor DE. Constructing the split octonions, Discovering Mathematics with Magma. Reducing the Abstract to the Concrete, Wieb Bosma and John Cannon (eds.), Algorithms and Computation in Mathematics, 19 Springer, Berlin, (2006), 161–185. ISBN 3-540-37632-1 MR2278927

8. Taylor DE. Firmness, Commodity and Delight, Australian Mathematical Society Gazette, 32 (2005), no. 5, 298–301.

9. Cohen A, Murray SH, Taylor DE. Computing in groups of Lie type, Mathematics of Computation, 73 (2004), 1477–1498. MR2047097

10. Abelson D, Hong SH, Taylor DE. A group-theoretic method for drawing graphs symmetrically, Graph Drawing, 10th International Symposium, GD 2002, Michael T. Goodrich and Stephen G. Kobourov (eds.), Lecture Notes in Computer Science, Springer, Berlin Heidelberg, (2002), 86–97. ISBN 3-540-00158-1 MR2063414

11. Combe D, Taylor DE. Two results concerning distance-regular directed graphs, Australasian Journal of Combinatorics, 23 (2001), 27–36. 2001k:05208

12. Howlett RB, Rylands LJ, Taylor DE. Matrix generators for exceptional groups of Lie type, Journal of Symbolic Computation, 31 (2001), 429–445. 2002c:20078

13. Rylands LJ, Taylor DE. Constructions for octonion and exceptional Jordan algebras, Designs, Codes and Cryptography, 21 (2000), 191–203. 2001m:17022

14. Ram A, Taylor DE. Explicit irreducible representations of the Iwahori-Hecke algebra of type $$F_4$$, Manuscripta Mathematica, 99 (1999), 13–37. 2000i:20010

15. Rylands LJ, Taylor DE. Matrix generators for the orthogonal groups, Journal of Symbolic Computation, 25 (1998), 351–360. 99d:20078

16. Howlett RB, Rowley PJ, Taylor DE. On outer automorphism groups of Coxeter groups, Manuscripta Mathematica, 93 (1997), 499–513. 98j:20056

17. Howlett RB, Rowley PJ, Taylor DE. On Outer Automorphism Groups of Coxeter Groups, (1996), preprint

18. Choo KG, Taylor DE. Introduction to Discrete Mathematics, Longman Cheshire, Melbourne, (1994), ix + 148. ISBN 0 582 80055 2

19. Taylor DE, Xu M-Y. Vertex primitive 1/2-transitive graphs, Journal of the Australian Mathematical Society. (Series A), 56 (1994), 1–14.

20. Taylor DE. The Klein correspondence and half-spin spaces, , Algebraic Combinatorics and Related Topics, (1994),

21. Taylor DE. The Geometry of the Classical Groups, Sigma Series in Pure Mathematics, Heldermann Verlag, Berlin, 9 (1992), 239pp. ISBN 3-88538-009-9 94d:20028

22. Bergeron F, Bergeron N, Howlett RB, Taylor DE. A decomposition of the descent algebra of a finite Coxeter group, Journal of Algebraic Combinatorics, 1 (1992), 23–44. 93g:20079

23. Taylor DE. Two-graphs and doubly transitive groups, Journal of Combinatorial Theory. Series B, 61 (1992), 113–122. MR1178388

24. Taylor DE, Xu M-Y. Vertex-primitive $$1\over 2$$-transitive graphs, (1991), preprint

25. Taylor DE. Distance-regular graphs and doubly-transitive groups, , International Conference on Algebraic Combinatorics, Vladimir, Ivanov AA, Klin M eds (eds.), (1991),

26. Taylor DE. A natural proof of the cyclotomic identity, Bulletin of the Australian Mathematical Society, 42 (1990), 185–189. 92g:05021

27. Rylands LJ, Taylor DE. Rubik's Clock, Australian Mathematical Society Gazette, 16 (1989), 3–6. MR0992513

28. Rylands LJ, Taylor DE. Mastering Rubik's Clock, Simon & Schuster, (1988),

29. Kantor WM, Taylor DE. Polynomial-time versions of Sylow's theorem, Journal of Algorithms, 9 (1988), 1–17. 89h:20004

30. Taylor DE. Pairs of generators for matrix groups I, The Cayley Bulletin, 3 (1987), 76–85.

31. Taylor DE. Puzzles, groups and groupoids, Reflections, 12 (1987), 150–156.

32. Taylor DE. From Rainbows to Rings: A History of the Idea of the Spectrum, Fourier Techniques and Applications, John F. Price (ed.), Plenum Press, (1985), 221–224. 86i:94004

33. Taylor DE. Macro Generation in FORTH, FORTH Dimensions, 7 (1985), 27–28.

34. Cameron PJ, Taylor DE. Stirling numbers and affine equivalence, Ars Combinatoria, 20B (1985), 3–14. 87e:05007

35. Rylands LJ, Taylor DE. Cube Games, Greenhouse Publications, Melbourne; Holt, Rinehart and Winston, New York; etc, (1981),

36. Seidel JJ, Taylor DE. Two-graphs, a second survey, Algebraic Methods in Graph Theory, Colloq. Math. Soc. Janos Bolyai, 25 (1981), 689–711. 83f:05070

37. Taylor DE. Mastering Rubik's Cube, Book Marketing Australia, Melbourne; Penguin, London; etc, (1980),

38. Taylor DE. The geometry of the Klein quadric, Classical Groups, Higman DG (ed.), T.H. Report 78–WSK–04, (1978), 21pp.

39. Monro GP, Taylor DE. On multiply transitive groups, Journal of the Australian Mathematical Society. (Series A), 26 (1978), 57–58. 80c:20005

40. Levingston RW, Taylor DE. Distance-regular graphs, Proc. Internat. Conf. Combinatorial Theory, Australian Nat. Univ., Canberra, 1977, Combinatorial mathematics, Lecture Notes in Mathematics, 686 Springer-Verlag, Berlin, (1978), 313–323. 80i:05077

41. Taylor DE. Regular 2-graphs, Proceedings of the London Mathematical Society. Third Series, 35 (1977), 257–274. 57:16147

42. Taylor DE. Groups whose modular group rings have soluble unit groups, , Lecture Notes in Mathematics, 573 Springer-Verlag, Berlin-Heidelberg-New York, (1977), 112–117. 56:15746

43. Pearson KR, Taylor DE. Groups subnormal in the units of their modular group rings, Proceedings of the London Mathematical Society. Third Series, 3 (1976), 313–328. 55:13134

44. Levingston RW, Taylor DE. The theorem of Marggraff on primitive permutation groups which contain a cycle, Bulletin of the Australian Mathematical Society, 5 (1976), 125–128. 54:12870

45. Taylor DE. Unitary block designs, Journal of Combinatorial Theory. Series B, 16 (1974), 51–56. 48:12270

46. Taylor DE. Some classical theorems on division rings, L'Enseignement Mathématique. Revue Internationale. IIe Série, 20 (1974), 293–298. 50:13134

47. Taylor DE. On the normal structure of the unit group of a group ring, Abstracts of Communications. International Congress of Mathematicians, Vancouver, (1974), 169.

48. Taylor DE. Graphs and block designs associated with the three-dimensional unitary groups, , Lecture Notes in Mathematics, 403 Springer-Verlag, Berlin-Heidelberg-New York, (1974), 128–131. 51:12596

49. Taylor DE. Monomial representations and strong graphs, Proceedings of the First Australian Conference on Combinatorial Mathematics. 1972, (1972), 197–201. 52:177

50. Taylor DE. A characterization of the group Aut(PGL(3,4)), Journal of the Australian Mathematical Society. (Series A), 11 (1970), 195–206. 42:360

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