In this paper, the influence of s-semipermutable, c~#-normal, subnormally embedded and ss-quasinormal subgroups on the p-nilpotency of finite groups is investigated and some recent results are generalized.
We analyzed digital seismogram data of 5668 earthquakes that occurred in Yunnan region between July of 1999 and December of 2003. Among the 22 seismic stations, six ones, namely Baoshan, Yongsheng, Lijiang, Heqing, Yi...We analyzed digital seismogram data of 5668 earthquakes that occurred in Yunnan region between July of 1999 and December of 2003. Among the 22 seismic stations, six ones, namely Baoshan, Yongsheng, Lijiang, Heqing, Yimen, and Luquan, were selected and their attenuations of P and S waves were measured by using the extended coda-normalization method. The six stations were classified into three regions according to their location, that is, Baoshan area, Yongsheng-Lijiang-Heqing (YLH) area and Luquan-Yimen (LY) area. The values of QS-1 and QP-1 are expressed as QS-1=0.00867 f-0.86, QP-1=0.01155 f-0.93, QS-1=0.01824 f-0.92, QP-1=0.02288 f-0.92, and QS-1=0.01647 f-0.91, QP-1=0.02826 f-0.97 in Baoshan, YLH, LY areas respectively. The attenuation of YLH, LY are closer to each other, however, Baoshan area is apparently lower. Comparing attenuation in the three areas with other areas of the world using the same method, it is suggested that the attenuations of P and S waves in YLH and LY areas are close to Kanto of Japan, but much higher than southeast of South Korea. The QS-1 and QP-1 in Baoshan area are slightly higher than southeastern South Korea. Furthermore, the results indicate that our QS-1 in Yunnan area is close to others by analyzing the coda attenuation.展开更多
本文引进了 p-拟正规子群的概念,讨论了 p-拟正规子群对群结构的影响,主要结果有:(1) G 的极大子群均 p-拟正规■Gp-闭;(2) G 的2-极大子群均 p-拟正规■Gp-闭或 G 为有指数为 p 的循环正规子群的 p~αq 阶亚循环群,p~α|q-1;(3) 若 G ...本文引进了 p-拟正规子群的概念,讨论了 p-拟正规子群对群结构的影响,主要结果有:(1) G 的极大子群均 p-拟正规■Gp-闭;(2) G 的2-极大子群均 p-拟正规■Gp-闭或 G 为有指数为 p 的循环正规子群的 p~αq 阶亚循环群,p~α|q-1;(3) 若 G 有一循环极大子群 p-拟正规,则 G 超可解或 G 可解且 p-闭;(4) ■ p||G|,G 的 Sylow p-子群的所有极大子群均 p-拟正规,则 G=F_0又 F_1,其中 F_0为G 的幂零正规的 Hall 子群,F_1是 Sylow 子群全循环的群.展开更多
基金Supported by SRFPYED(2017ZDX041)and SRFPYED(2016ZDX151)
文摘In this paper, the influence of s-semipermutable, c~#-normal, subnormally embedded and ss-quasinormal subgroups on the p-nilpotency of finite groups is investigated and some recent results are generalized.
基金The specialized fund for pre-study of national key basic study (2002CCD01700)national key project of science and technology from China Ministry of Science and Technology during the 10th Five-year Plan (2004BA601B01-04-03)
文摘We analyzed digital seismogram data of 5668 earthquakes that occurred in Yunnan region between July of 1999 and December of 2003. Among the 22 seismic stations, six ones, namely Baoshan, Yongsheng, Lijiang, Heqing, Yimen, and Luquan, were selected and their attenuations of P and S waves were measured by using the extended coda-normalization method. The six stations were classified into three regions according to their location, that is, Baoshan area, Yongsheng-Lijiang-Heqing (YLH) area and Luquan-Yimen (LY) area. The values of QS-1 and QP-1 are expressed as QS-1=0.00867 f-0.86, QP-1=0.01155 f-0.93, QS-1=0.01824 f-0.92, QP-1=0.02288 f-0.92, and QS-1=0.01647 f-0.91, QP-1=0.02826 f-0.97 in Baoshan, YLH, LY areas respectively. The attenuation of YLH, LY are closer to each other, however, Baoshan area is apparently lower. Comparing attenuation in the three areas with other areas of the world using the same method, it is suggested that the attenuations of P and S waves in YLH and LY areas are close to Kanto of Japan, but much higher than southeast of South Korea. The QS-1 and QP-1 in Baoshan area are slightly higher than southeastern South Korea. Furthermore, the results indicate that our QS-1 in Yunnan area is close to others by analyzing the coda attenuation.
文摘本文引进了 p-拟正规子群的概念,讨论了 p-拟正规子群对群结构的影响,主要结果有:(1) G 的极大子群均 p-拟正规■Gp-闭;(2) G 的2-极大子群均 p-拟正规■Gp-闭或 G 为有指数为 p 的循环正规子群的 p~αq 阶亚循环群,p~α|q-1;(3) 若 G 有一循环极大子群 p-拟正规,则 G 超可解或 G 可解且 p-闭;(4) ■ p||G|,G 的 Sylow p-子群的所有极大子群均 p-拟正规,则 G=F_0又 F_1,其中 F_0为G 的幂零正规的 Hall 子群,F_1是 Sylow 子群全循环的群.
