Publications listed in MathSciNet

[1] Shreeram S. Abhyankar, Nicholas F. J. Inglis, and Umud D. Yalcin. Supplementary thoughts on symplectic groups. In Progress in Galois theory, volume 12 of Dev. Math., pages 1-23. Springer, New York, 2005.
[2] Shreeram S. Abhyankar and Nicholas F. J. Inglis. Thoughts on symplectic groups and symplectic equations. In Algebra, arithmetic and geometry with applications (West Lafayette, IN, 2000), pages 63-126. Springer, Berlin, 2004.
[3] Shreeram S. Abhyankar and Nicholas F. J. Inglis. Galois groups of some vectorial polynomials. Trans. Amer. Math. Soc., 353(7):2941-2869 (electronic), 2001.
[4] Nicholas F. J. Inglis. Symplectic groups as Galois groups. J. Algebra, 227(2):499-503, 2000.
[5] Nicholas F. J. Inglis. Linear characters of finite linear groups. J. Algebra, 214(2):545-552, 1999.
[6] Nicholas F. J. Inglis and Julian D. A. Wiseman. Very odd sequences. J. Combin. Theory Ser. A, 71(1):89-96, 1995.
[7] N. F. J. Inglis and J. Saxl. An explicit model for the complex representations of the finite general linear groups. Arch. Math. (Basel), 57(5):424-431, 1991.
[8] Nicholas F. J. Inglis. The embedding O(2m,2k)<=Sp(2m,2k). Arch. Math. (Basel), 54(4):327-330, 1990.
[9] N. F. J. Inglis, R. W. Richardson, and J. Saxl. An explicit model for the complex representations of Sn. Arch. Math. (Basel), 54(3):258-259, 1990.
[10] Nicholas F. J. Inglis, Martin W. Liebeck, and Jan Saxl. Multiplicity-free permutation representations of finite linear groups. Math. Z., 192(3):329-337, 1986.
[11] Nicholas F. J. Inglis. On orbit equivalent permutation groups. Arch. Math. (Basel), 43(4):297-300, 1984.