Seminar Paper

Paper Information

video

sound

Persian Version

View:

1,122

Download:

Cites:

Information Seminar Paper

Title

LOCALLY NILPOTENT MAXIMAL SUBGROUPS OF THE GENERAL LINEAR GROUPS OVER DIVISION RINGS

Pages

 Start Page | End Page

Abstract

 LET D BE AN INFINITE DIVISION RING WITH CENTER F AND LET N BE A NATURAL NUMBER. DENOTE BY GLN(D) THE GENERAL LINEAR GROUP OVER D. FURTHER, ASSUME M IS A MAXIMAL SUBGROUP OF GLN(D). IN [R. EBRAHIMIAN, J. ALGEBRA 280 (2004) 244–248] IT WAS SHOWN THAT IF M IS NILPOTENT, THEN M IS ABELIAN. HERE WE EXTEND THIS RESULT AND SHOW IF M IS LOCALLY NILPOTENT BUT NOT ABELIAN, THEN N = 1 AND F[M] * = M.

Cites

  • No record.
  • References

  • No record.
  • Related Journal Papers

  • No record.
  • Related Seminar Papers

  • No record.
  • Related Plans

  • No record.
  • Recommended Workshops