初等交换 p -群的堆垒性质
2020
设G为有限交换群，S是G\{0}的一个子集.如果G的每一个元素都可以由S某个子集元素的和表示，则称S张成G，或称S构成G的堆垒基.得到了初等交换p-群Cp2的势为2p－3的子集构成堆垒基的一个充分条件.
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