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Institution	Date	Title	Author
臺大學術典藏	2018-09-10T08:48:13Z	Uniqueness of solutions to mean field equations of Liouville type in two-dimension., Geometry and analysis. No. 1, 419-446, Adv. Lect. Math.(ALM),17,Int. Press, Somerville, MA, 2011.Adv. Lect.	CHANG-SHOU LIN; CHANG-SHOU LIN; CHANG-SHOU LIN
臺大學術典藏	2000	Uniqueness of solutions to the mean field equations for the spherical onsager vortex	Lin, C.-S.; CHANG-SHOU LIN
臺大學術典藏	2018-09-10T03:51:18Z	Uniqueness of the Ground State Solutions of ∆u+ f(u)=0 in Rⁿ, n ≥ 3	CHIUN-CHUAN CHEN; CHANG-SHOU LIN; Lin, C.-S.; Chen, C.-C.; Chen, C.-C.;Lin, C.-S.
臺大學術典藏	2018-09-10T03:44:06Z	Uniqueness of the ground state solutions of△ u+ f (u)= 0 in Rn, n≥ 3	Chen, Chiun-Chuan;Lin, Chang-Shou; Chen, Chiun-Chuan; Lin, Chang-Shou; CHANG-SHOU LIN
淡江大學	2011-10-26	Uniqueness of the potential function for the vectorial Sturm-Liouville equation on a finite interval	Chang, Tsorng-Hwa; Shieh, Chung-tsun
淡江大學	2012	Uniqueness of the potential function of the vectorial Sturm-Liouville equations with general boundary conditions	Chang, Tsorng-Hwa; Shieh, Chung-Tsun
臺大學術典藏	2018-09-10T15:18:51Z	Uniqueness of topological multi-vortex solutions for a skew-symmetric Chern-Simons system	Huang, H.-Y.; Lee, Y.; Lin, C.-S.; CHANG-SHOU LIN
國立臺灣大學	2010	Uniqueness of topological solutions and the structure of solutions for the Chern-Simons system with two Higgs particles	Chern, Jann-Long; Chen, Zhi-You; Lin, Chang-Shou
臺大學術典藏	2018-09-10T08:08:22Z	Uniqueness of topological solutions and the structure of solutions for the Chern-Simons system with two higgs particles	Chern, J.-L.; Chen, Z.-Y.; Lin, C.-S.; Chern, J.-L.; Chen, Z.-Y.; Lin, C.-S.; CHANG-SHOU LIN
臺大學術典藏	2018-09-10T15:18:51Z	Uniqueness of topological solutions of self-dual Chern-Simons equation with collapsing vortices	Huang, G.; Lin, C.-S.; CHANG-SHOU LIN

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