FINITE LINEAR GROUPS OF SMALL DEGREE. II

REFERENCES

• Aschbacher , M. 1984 . On the Maximal Subgroups of the Finite Classical Groups . Invent. Math. , 76 : 469 – 514 .
   Web of Science ®Google Scholar
• Aschbacher , M. 1987 . Small Degree Representations of Groups of Lie Type Pasadena : Calif. Inst. Technol. . Preprint
   Google Scholar
• Aschbacher , M. 1987 . The 27-Dimensional Module for E6 . I. Invent. Math. , 89 : 159 – 195 . II. J. London Math. Soc. 1988, 37 275–293; III. Trans. Amer. Math. Soc. 1990, 321, 45–84; IV. J. Algebra 1990, 131, 23–39
   Web of Science ®Google Scholar
• Brauer , R. 1963 . “ Representations of Finite Groups ” . In Lectures on Modern Mathematics Edited by: Saaty , T. L. Vol. I , 133 – 175 . Wiley .
   Google Scholar
• Conway , J. H. , Curtis , R. T. , Norton , S. P. , Parker , R. A. and Wilson , R. A. 1985 . Atlas of Finite Groups Oxford : Clarendon Press .
   Google Scholar
• Curtis , C. W. and Reiner , I. 1962 . “ Representation Theory of Finite Groups and Associative Algebras ” . In Pure and Appl. Math Vol. 11 , New York : Interscience Publ. .
   Google Scholar
• Feit , W. The Current Situation in the Theory of Finite Simple Groups . In Proc. Int. Congr. Math. Paris . Vol. I , pp. 55 – 93 .
   Google Scholar
• Feit , W. On Finite Linear Groups in Dimension at Most 10 . Proceedings of Conference on Group Theory . Edited by: Scott , W. R. and Gross , F. pp. 397 – 407 . Academic Press .
   Google Scholar
• Feit , W. 1982 . The Representation Theory of Finite Groups Amsterdam : North Holland Publ. Comp. .
   Google Scholar
• Gorenstein , D. 1982 . Finite Simple Groups. An Introduction to their Classification New York and London : Plenum Press .
   Google Scholar
• Jansen , Ch. , Lux , K. , Parker , R. and Wilson , R. 1995 . An Atlas of Brauer Characters Oxford : Clarendon Press .
   Google Scholar
• Kleidman , P. B. 1986 . The Subgroup Structure of Some Finite Simple Groups , Ph. D. Thesis Cambridge : Cambridge University .
   Google Scholar
• Kleidman , P. B. in press . The Low-dimensional Finite Classical Groups and their Subgroups . Longman Research Notes Series ,
   Google Scholar
• Kleidman , P. B. and Liebeck , M. W. 1988 . A Survey of the Maximal Subgroups of the Finite Simple Groups . Geom. Dedicata , 25 : 375 – 390 .
   Web of Science ®Google Scholar
• Kleidman , P. B. and Liebeck , M. W. 1990 . The Subgroup Structure of the Finite Classical Groups Cambridge : Cambridge University Press .
   Google Scholar
• Kondratiev , A. S. 1985 . Irreducible Subgroups of the Group GL(7, 2) . Math. Notes , 37 : 3–4, 178 – 181 .
   Web of Science ®Google Scholar
• Kondratiev , A. S. 1986 . Irreducible Subgroups of the Group GL(9, 2) . Math. Notes , 39 : 3–4, 173 – 178 .
   Web of Science ®Google Scholar
• Kondratiev , A. S. 1986 . Linear Groups of Small Degrees Over the Field of Order 2 . Algebra and Logic , 25 : 343 – 357 .
   Google Scholar
• Kondratiev , A. S. 1987 . The Irreducible Subgroups of the Group GL8(2) . Commun. Algebra , 15 ( In Russian ) : 1039 – 1093 .
   Web of Science ®Google Scholar
• Kondratiev , A. S. 1989 . On Finite Linear Groups of Degree 6 . Algebra and Logic , 28 : 122 – 138 .
   Google Scholar
• Kondratiev , A. S. 1989 . Modular Representations of Small Degrees of Finite Groups of Lie Type Sverdlovsk : UrO AN SSSR . Preprint, (In Russian)
   Google Scholar
• Kondratiev , A. S. 1992 . Modular Representations of Degree ≤ 27 of Finite Quasisimple Groups of Alternating and Sporadic Types . Trudy IMM UrO RAN , 1 ( In Russian ) : 21 – 49 .
   Google Scholar
• Kondratiev , A. S. 1998 . “ Finite Linear Groups of Small Degree ” . In The Atlas of Finite Groups: Ten Years on , 249 Edited by: Curtis , R. and Wilson , R. 139 – 148 . Cambridge University Press . London Math. Soc. Lecture Note Series
   Google Scholar
• Liebeck , M. W. and Saxl , J. 1992 . Maximal Subgroups of Finite Simple Groups and their Automorphism Groups . Contemp. Math. , 131 : 243 – 259 .
   Google Scholar
• Seitz , G. M. 1992 . “ Subgroups of Finite and Algebraic Groups ” . In Groups, Combinatorics and Geometry Edited by: Liebeck , M. W. and Saxl , J. 316 – 326 . Cambridge University Press .
   Google Scholar
• Pham Huu Tiep , A. and Zalesskii , E. 2000 . Some Aspects of Finite Linear Groups: a Survey . J. Math. Sci. New York , 100 : 1893 – 1914 .
   Google Scholar
• Zalesskii , A. E. 1981 . Linear Groups . Russian Math. Surveys , 36 ( 5 ) : 63 – 126 .
   Web of Science ®Google Scholar
• Zalesskii , A. E. “ Linear Groups ” . In Progress in Science and Technology. Ser. Current Problems in Mathematics. Fundamental Directions Edited by: Gamkrelidze , R. W. Vol. 37 , 114 – 228 . Akad. Nauk SSSR, VINITI, 1989 (In Russian). Translation in Algebra. IV. Encyclopedia Math. Sci. Vol. 37, 97–196, 1993
   Google Scholar