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LIE REGULAR GENERATORS OF GENERAL LINEAR GROUPS II

Year 2013, Volume: 13 Issue: 13, 91 - 108, 01.06.2013

Abstract

In this paper, it is shown that the linear groups GL(2, Z3pn )
(where p is an odd prime greater than 3) and GL(2, Z5pn ) (where p is an odd
prime greater than 5) can be generated by Lie regular matrices. Presentations
of linear groups GL(2, Z9), GL(2, Z14), GL(2, Z15), GL(2, Z22), GL(2, Z25),
GL(2, Z26), GL(2, Z27) and GL(2, Z34) are also given.

Year 2013, Volume: 13 Issue: 13, 91 - 108, 01.06.2013

Abstract

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Details

Other ID JA93GU57TG
Journal Section Articles
Authors

Pramod Kanwar This is me

R. K. Sharma This is me

Pooja Yadav This is me

Publication Date June 1, 2013
Published in Issue Year 2013 Volume: 13 Issue: 13

Cite

APA Kanwar, P., Sharma, R. K., & Yadav, P. (2013). LIE REGULAR GENERATORS OF GENERAL LINEAR GROUPS II. International Electronic Journal of Algebra, 13(13), 91-108.
AMA Kanwar P, Sharma RK, Yadav P. LIE REGULAR GENERATORS OF GENERAL LINEAR GROUPS II. IEJA. June 2013;13(13):91-108.
Chicago Kanwar, Pramod, R. K. Sharma, and Pooja Yadav. “LIE REGULAR GENERATORS OF GENERAL LINEAR GROUPS II”. International Electronic Journal of Algebra 13, no. 13 (June 2013): 91-108.
EndNote Kanwar P, Sharma RK, Yadav P (June 1, 2013) LIE REGULAR GENERATORS OF GENERAL LINEAR GROUPS II. International Electronic Journal of Algebra 13 13 91–108.
IEEE P. Kanwar, R. K. Sharma, and P. Yadav, “LIE REGULAR GENERATORS OF GENERAL LINEAR GROUPS II”, IEJA, vol. 13, no. 13, pp. 91–108, 2013.
ISNAD Kanwar, Pramod et al. “LIE REGULAR GENERATORS OF GENERAL LINEAR GROUPS II”. International Electronic Journal of Algebra 13/13 (June 2013), 91-108.
JAMA Kanwar P, Sharma RK, Yadav P. LIE REGULAR GENERATORS OF GENERAL LINEAR GROUPS II. IEJA. 2013;13:91–108.
MLA Kanwar, Pramod et al. “LIE REGULAR GENERATORS OF GENERAL LINEAR GROUPS II”. International Electronic Journal of Algebra, vol. 13, no. 13, 2013, pp. 91-108.
Vancouver Kanwar P, Sharma RK, Yadav P. LIE REGULAR GENERATORS OF GENERAL LINEAR GROUPS II. IEJA. 2013;13(13):91-108.