. . . . . “Dandan Li等人：长度为2pm+1qn+1的广义分圆四元序列的线性复杂性。(2016)" . . _：ID_1e70dbee30dd992e6fadf08e9d36d32f。_：ID_1e70dbee30dd992e6fadf08e9d36d32f ._：ID_1e70dbee30dd992e6fadf08e9d36d32f ._：ID_1e70dbee30dd992e6fadf08e9d36d32f ._：ID_1e70dbee30dd992e6fadf08e9d36d32f“期刊/iet-ifs/LiCWZ16”。 _：ID_4d9e476ddbdbf9abf11733sec74409d6。_：ID_4d9e476ddbdbf9abf11733sec74409d6 ._：ID_4d9e476ddbdbf9abf11733sec74409d6 ._：ID_4d9e476ddbdbf9abf11733sec74409d6 ._：ID_4d9e476ddbdbf9abf11733sec74409d6“10.1049/IET-IFS.2015.0006”。 “长度为2pm+1qn+1的广义分圆四元序列的线性复杂性。”。 . . . . . . . . . "4"^^. _：Sig_e1c97bac8c66f8723306904cf8c03273_1。_：Sig_e1c97bac8c66f8723306904cf8c03273_1 ._：Sig_e1c97bac8c66f8723306904cf8c03273_1 ._：Sig_e1c97bac8c66f8723306904cf8c03273_1“李丹丹”。_：Sig_e1c97bac8c66f8723306904cf8c03273_1 ._：Sig_e1c97bac8c66f8723306904cf8c03273_1"1"^^._：Sig_e1c97bac8c66f8723306904cf8c03273_1 . _：Sig_e1c97bac8c66f8723306904cf8c03273_2。_：Sig_e1c97bac8c66f8723306904cf8c03273_2 ._：Sig_e1c97bac8c66f8723306904cf8c03273_2 ._：Sig_e1c97bac8c66f8723306904cf8c03273_2“祖灵场”。_：Sig_e1c97bac8c66f8723306904cf8c03273_2 ._：Sig_e1c97bac8c66f8723306904cf8c03273_2"2"^^._：Sig_e1c97bac8c66f8723306904cf8c03273_2 . _：Sig_e1c97bac8c66f8723306904cf8c03273_3。_：Sig_e1c97bac8c66f8723306904cf8c03273_3 ._：Sig_e1c97bac8c66f8723306904cf8c03273_3 ._：Sig_e1c97bac8c66f8723306904cf8c03273_3《巧言文》。_：Sig_e1c97bac8c66f8723306904cf8c03273_3 ._：Sig_e1c97bac8c66f8723306904cf8c03273_3"3"^^._：Sig_e1c97bac8c66f8723306904cf8c03273_3 . _：Sig_e1c97bac8c66f8723306904cf8c03273_4。_：Sig_e1c97bac8c66f8723306904cf8c03273_4 ._：Sig_e1c97bac8c66f8723306904cf8c03273_4 ._：Sig_e1c97bac8c66f8723306904cf8c03273_4“张杰0004”。_：Sig_e1c97bac8c66f8723306904cf8c03273_4 ._：Sig_e1c97bac8c66f8723306904cf8c03273_4"4"^^._：Sig_e1c97bac8c66f8723306904cf8c03273_4 . . . . . "104-111" . “IET信息安全”。 “IET信息安全”。 "10" . "2" . "2016"^^. “dblp记录'journals/iet-ifs/LiCWZ16'的RDF数据的来源信息”。 . . . “2020-08-27T13:16:25+0200”。