  
  
  [1XReferences[0X
  
  [[20XAsc00[15X] [16XAschbacher, M.[15X, [17XFinite group theory[15X, Cambridge University Press,
  Second edition, Cambridge Studies in Advanced Mathematics, [19X10[15X, Cambridge
  (2000), xii+304 pages.
  
  [[20XCam00[15X]  [16XCameron,  P.  J.[15X,  [17XProjective  and  Polar Spaces[15X, Online notes,
  \url{http://www.maths.qmul.ac.uk/~pjc/pps} (2000).
  
  [[20XCLNNPP08[15X]  [16XCeller,  F., Leedham-Green, C. R., Neumann, P. M., Niemeyer,
  A.  C.,  Pasechnik,  D.  and  Praeger,  C.  E.[15X, [17XFinding invariant forms[15X,
  [18Xpreprint[15X (2008).
  
  [[20XCCNPW85[15X] [16XConway, J. H., Curtis, R. T., Norton, S. P., Parker, R. A. and
  Wilson,  R. A.[15X, [17XAtlas of finite groups[15X, Oxford University Press, Eynsham
  (1985), xxxiv+252 pages, ((Maximal subgroups and ordinary characters for
  simple groups, With computational assistance from J. G. Thackray)).
  
  [[20XKL90[15X]  [16XKleidman,  P.  and  Liebeck,  M.[15X,  [17XThe subgroup structure of the
  finite classical groups[15X, Cambridge University Press, London Mathematical
  Society Lecture Note Series, [19X129[15X, Cambridge (1990), x+303 pages.
  
  [[20XTay92[15X]  [16XTaylor, D. E.[15X, [17XThe geometry of the classical groups[15X, Heldermann
  Verlag,  Sigma  Series  in  Pure  Mathematics, [19X9[15X, Berlin (1992), xii+229
  pages.
  
  
  
  -------------------------------------------------------
