1 - 26 Exact Knot Solutions in a Generalized Skyrme-Faddeev Model
1 - 26 Exact Knot Solutions in a Generalized Skyrme-Faddeev Model
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1石长光.Geometric Property of the Faddeev Model[J].Chinese Physics Letters,2008,25(3):881-883.
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2Zou Liping,Zhang Pengming,D.G.Pak.1 - 25 Knot Topology in QCD[J].IMP & HIRFL Annual Report,2013(1):30-30.
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3Zhen LEI,Fang Hua LIN,Yi ZHOU.Global Solutions of the Evolutionary Faddeev Model with Small Initial Data[J].Acta Mathematica Sinica,English Series,2011,27(2):309-328. 被引量：2
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4LIN Fanghua & YANG YisongCourant Institute of Mathematical Sciences, New York University, New York, New York 10012, U. S. A.School of Mathematics, Institute for Advanced Study, Princeton, New Jersey 08540, U. S. A.,Department of Mathematics, Polytechnic University, Brooklyn, New York 11201, U. S. A..The Faddeev knots as stable solitons: Existence theorems[J].Science China Mathematics,2004,47(2):187-197. 被引量：11
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5SHI Chang-Guang.Pipe Shape Solution of Faddeev Model[J].Communications in Theoretical Physics,2008,49(2):428-430. 被引量：1
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6Wen Wanxin,Zhong Jiquan and Jin Genming.Study of Giant Monopole Resonance with BNV Model[J].IMP & HIRFL Annual Report,1995(0):111-113.
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7刘永恺,杨师杰.Three-dimensional solitons in two-component Bose–Einstein condensates[J].Chinese Physics B,2014,23(11):198-201.
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8邵常贵,潘贵军,邵亮,陈中秋,肖俊华.真空哈密顿约束对扩展knot态的作用计算[J].物理学报,2000,49(4):619-625. 被引量：2
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9任继荣,墨淑凡,朱涛.Knot solitons in the AFZ model[J].Chinese Physics B,2009,18(5):1814-1820.
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10陈智颖,俞跃辉,赵建平,王曦,周祖尧,杨石奇,柳襄怀,施天生.真空磁过滤弧沉积碳氮薄膜的研究[J].功能材料与器件学报,1997,3(1):72-76. 被引量：1
