학술저널
SIMPLICITY OF GROUPS OF EVEN ORDER
- 충청수학회
- Journal of the Chungcheong Mathematical Society
- Volume 27, No. 3
-
2014.08427 - 431 (5 pages)
- 2
In this paper, we show that groups of order 2npq, where p, q are primes of the from p = 2n ¡ 1, q = 2n¡1 + p with n ¸ 3, are not simple and groups of order 2npqt for t ¸ 2, where p, q are odd primes of the form p = 2m ¡1, q = 2n ¡1 with m < n, are not simple.
1. Introduction
2. Main results
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