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Sophie

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gap-system-packages-4.4.12-5mdv2010.0.i586.rpm

@book{Gap,
 author={The {\sf GAP} group},
 title={{\sf GAP} - {Groups}, {Algorithms}, and {Programming}},
 publisher={Version 4.4.8 (2006)},
 address={http://www.gap-system.org}
},

@book{Sup76,
 author={D. A. Suprunenko},
 title={Matrix Groups},
 series={Transl. Math. Monogr., vol. 45},
 publisher={American Mathematical Society},
 address={Providence, RI},
 year=1976},

@book{Weh73,
 author={B. A. F. Wehrfritz},
 title={Infinite Linear Groups},
 publisher={Springer-Verlag},
 address={Berlin, Heidelberg, New York},
 year=1973},

@article{DF04,
author={Detinko, A. S. and Flannery, D. L.},
title={Classification of
 nilpotent primitive linear groups over finite fields},
journal={Glasgow Math. J.},
volume={46},
year={2004},
pages={585--594}
},

@article{DF05b,
author={Detinko, A. S. and Flannery, D. L.},
title={Nilpotent primitive linear groups over finite fields},
journal={Comm. Algebra},
volume={33},
year={2005},
pages={1--9},
},

@article {DF05a,
    AUTHOR = {Detinko, A. S. and Flannery, D. L.},
     TITLE = {Locally nilpotent linear groups},
   JOURNAL = {Irish Math. Soc. Bull.},
    NUMBER = {56},
      YEAR = {2005},
     PAGES = {37--51}
},

@article{DF06,
    AUTHOR = {Detinko, A. S. and Flannery, D. L.},
     TITLE = {Computing in nilpotent matrix groups},
   JOURNAL = {LMS J. Comput. Math.},
  FJOURNAL = {LMS Journal of Computation and Mathematics},
    VOLUME = {9},
      YEAR = {2006},
     PAGES = {104--134 (electronic)}
},

@article{DF07,
    AUTHOR = {Detinko, A. S. and Flannery, D. L.},
     TITLE = {Algorithms for computing with nilpotent matrix groups
     over infinite domains},
   JOURNAL = {J. Symbolic Comput.},
      YEAR = {to appear},
}

@article{AE05,
 author={B. Assmann and B. Eick},
 title={Computing polycyclic presentations for polycyclic rational matrix groups},
 journal={J. Symbolic Comput.},
 volume={40},
 number={6},
 year={2005},
 pages={1269-1284},
}

@article{AE07,
 author={B. Assmann and B. Eick},
 title={Testing polycyclicity of finitely generated rational matrix groups},
 journal={Math. Comp.},
 volume={76},
 year={2007},
 pages={1669-1682},
}