“Zhifeng Weng等人:非局部三元保守Allen-Cahn模型的Strang分裂方法的稳定性和误差估计。(2024)”。 _:ID_fc34c1178d2f9cff4d71d5b7f988d700。_:ID_fc34c1178d2f9cff4d71d5b7f988d700 _:ID_fc34c1178d2f9cff4d71d5b7f988d700 _:ID_fc34c1178d2f9cff4d71d5b7f988d700“期刊/jcam/WengZDYM24”。 _:ID_2b622c97382dfd7c256390ca9723e011。_:ID_2b622c97382dfd7c256390ca9723e011 _:ID_2b622c97382dfd7c256390ca9723e011 _:ID_2b622c97382dfd7c256390ca9723e011“10.1016/J.CAM.2023.115668”。 “非局部三元保守Allen-Cahn模型的Strang分裂方法的稳定性和误差估计”。 "5"^^ _:Sig_bf8d60d5e8b8fc4310ca757655123644_1。_:Sig_bf8d60d5e8b8fc4310ca757655123644_1 _:Sig_bf8d60d5e8b8fc4310ca757655123644_1“织凤翁”。_:信号_bf8d60d5e8b8fc4310ca757655123644_1 _:Sig_bf8d60d5e8b8fc4310ca757655123644_1"1"^^_:Sig_bf8d60d5e8b8fc4310ca757655123644_1 _:Sig_bf8d60d5e8b8fc4310ca757655123644_2。_:Sig_bf8d60d5e8b8fc4310ca757655123644_2 _:Sig_bf8d60d5e8b8fc4310ca757655123644_2“书影斋”。_:Sig_bf8d60d5e8b8fc4310ca757655123644_2 _:Sig_bf8d60d5e8b8fc4310ca757655123644_2"2"^^_:信号_bf8d60d5e8b8fc4310ca757655123644_2 _:Sig_bf8d60d5e8b8fc4310ca757655123644_3。_:Sig_bf8d60d5e8b8fc4310ca757655123644_3 _:Sig_bf8d60d5e8b8fc4310ca757655123644_3“卫中戴”。_:Sig_bf8d60d5e8b8fc4310ca757655123644_3 _:Sig_bf8d60d5e8b8fc4310ca757655123644_3"3"^^_:Sig_bf8d60d5e8b8fc4310ca757655123644_3 _:Sig_bf8d60d5e8b8fc4310ca757655123644_4。_:Sig_bf8d60d5e8b8fc4310ca757655123644_4 _:Sig_bf8d60d5e8b8fc4310ca757655123644_4“燕芳杨”。_:Sig_bf8d60d5e8b8fc4310ca757655123644_4 _:Sig_bf8d60d5e8b8fc4310ca757655123644_4"4"^^_:Sig_bf8d60d5e8b8fc4310ca757655123644_4 _:Sig_bf8d60d5e8b8fc4310ca757655123644_5。_:Sig_bf8d60d5e8b8fc4310ca757655123644_5 _:Sig_bf8d60d5e8b8fc4310ca757655123644_5“玉昌墨”。_:Sig_bf8d60d5e8b8fc4310ca757655123644_5 _:Sig_bf8d60d5e8b8fc4310ca757655123644_5"5"^^_:Sig_bf8d60d5e8b8fc4310ca757655123644_5 "115668" . “J.计算应用数学”。 “J.计算应用数学”。 "441" . "2024"^^ "--05"^^ “dblp记录‘journals/jcam/WengZDYM24’的RDF数据的来源信息”。 “2024-01-15T08:08:24+0100”。