“Bao Yiqi等人:基于广义极值分布的空间相关间隔相关数据的幂级数治愈率模型。(2020)”。 _:ID_f5ecec0a8a9eaf04729e361150324f1。_:ID_f5ecec0a8a9eaf04729e361150324f1 _:ID_f5ecec0a8a9eaf04729e361150324f1 _:ID_f5ecec0a8a9eaf04729e361150324f1“期刊/jcam/YiqiCDBS20”。 _:ID_251a3a4053a84b6d8bbc3e2f624187b5。_:ID_251a3a4053a84b6d8bc3e2f624187b5 _:ID_251a3a4053a84b6d8bbc3e2f624187b5 _:ID_251a3a4053a84b6d8bbc3e2f624187b5“10.1016/J.CAM.2019.112362”。 “基于广义极值分布的空间相关间隔感知数据的幂级数治愈率模型”。 “5”^^ _:Sig_b9456e7f04334a340a82831f708c8435_1。_:Sig_b9456e7f04334a340a82831f708c8435_1 _:Sig_b9456e7f04334a340a82831f708c8435_1“益气宝”。_:Sig_b9456e7f04334a340a82831f708c8435_1 _:Sig_b9456e7f04334a340a82831f708c8435_1“1”^^_:Sig_b9456e7f04334a340a82831f708c8435_1 _:Sig_b9456e7f04334a340a82831f708c8435_2。_:Sig_b9456e7f04334a340a82831f708c8435_2 _:Sig_b9456e7f04334a340a82831f708c8435_2“Vicente G.Cancho”。_:Sig_b9456e7f04334a340a82831f708c8435_2 _:Sig_b9456e7f04334a340a82831f708c8435_2 _:Sig_b9456e7f04334a340a82831f708c8435_2"2"^^_:Sig_b9456e7f04334a340a82831f708c8435_2 _:Sig_b9456e7f04334a340a82831f708c8435_3。_:Sig_b9456e7f04334a340a82831f708c8435_3 _:Sig_b9456e7f04334a340a82831f708c8435_3“Dipak K.Dey”。_:Sig_b9456e7f04334a340a82831f708c8435_3 _:Sig_b9456e7f04334a340a82831f708c8435_3"3"^^_:Sig_b9456e7f04334a340a82831f708c8435_3 _:Sig_b9456e7f04334a340a82831f708c8435_4。_:Sig_b9456e7f04334a340a82831f708c8435_4 _:Sig_b9456e7f04334a340a82831f708c8435_4“Narayanaswamy Balakrishnan 0001”。_:Sig_b9456e7f04334a340a82831f708c8435_4 _:Sig_b9456e7f04334a340a82831f708c8435_4"4"^^_:Sig_b9456e7f04334a340a82831f708c8435_4 _:Sig_b9456e7f04334a340a82831f708c8435_5。_:Sig_b9456e7f04334a340a82831f708c8435_5 _:Sig_b9456e7f04334a340a82831f708c8435_5“阿德里亚诺·K·铃木”。_:信号_b9456e7f04334a340a82831f708c8435_5 _:Sig_b9456e7f04334a340a82831f708c8435_5“5”^^_:Sig_b9456e7f04334a340a82831f708c8435_5 “J.计算应用数学”。 “J.计算应用数学”。 "364" . "2020"^^ “dblp记录'journals/jcam/YiqiCDBS20'的RDF数据的来源信息”。 “2022-03-08T10:12:46+0100”。