| 1. | Each of these isotypes is divided into subgroups called allotypes . 每一组同型的再分为亚组,称为同种异型。
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| 2. | Within every large group, such as the united states, there are many subgroups . 在每个巨大的群体内,例如美国,还存在着许多子群体。
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| 3. | Finite groups whose 2 - maximal subgroups are all subnormal 极大子群皆正规的有限群
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| 4. | Weakly c - normal subgroup of finite group and solvability 正规子群与有限群的可解性
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| 5. | Finite groups whose 3 - maximal subgroups are normal 有限群可解性的正规指数刻画
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| 6. | The influence of fitting subgroup on structureof a finite group 子群对群结构的影响
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| 7. | No groups existing with only two non - normal subgroups 不存在仅有两个非正规子群的群
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| 8. | The two - sided cosets of subgroup and their properties 子群的双侧陪集及其性质
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| 9. | On the intersection of two special maximal subgroups 两类特殊的极大子群的交
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| 10. | Calculation the coupling coefficients of subgroup chain pm3m pm3 p 23耦合系数的计算
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