張勝麟
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南臺科技大學 資訊工程系 教授 國立中興大學 應用數學系博士
作品 H.-S. Chen, S.-L. Chang, B.-W. Jeng, C.-S. Chien,Continuation and stability analysis for Bloch waves of the Gross-Pitaevskii equation, accepted for publication in Numerical Algorithms, (2017) . [SCI,IF: 1.366] 21 Shing-Lin Chang, Shu-Chen Cheng ，Computer Adaptive Learning Platform for Calculus, Lecture Notes in Computer Science (LNCS), 10108 (2017) 153-162. [EI] 20 張尊惟、 林雅苹、 林郁姍、 張勝麟，對國土空置地之探討，地理資訊系統季刊(2016)，10(1) 22-25。 19 S.-L. Chang, H.-S. Chen, B.-W. Jeng, C.-S. Chien, A spectral-Galerkin continuation method for numerical solution of the Gross-Pitaevskii equation, Journal of computational and Applied Mathematics, 254 (2013) 2-16. [SCI,IF: 1.328(55/254)] 18 H.-S. Chen, S.-L. Chang, C.-S. Chien, Spectral collocation methods using sine functions for a rotating Bose-Einstein condensation in optical lattices, Journal of Computational Physics, 231 (2012) 1552-1569. [SCI,IF: 2.556(3/53)] 17 C.-S. Chien, S.-L. Chang* and Biao Wu, Two-stage continuation algorithms for Bloch waves of Bose-Einstein condensates in optical lattices, Computer Physics Communications 181 (2010) 1727-1737. [SCI:IF: 2.120] 16 H.-T. Huang, S.-L. Chang, C.-S. Chien and Z.-C. Li, Superconvergence of high order FEMs for Schrödinger equations with periodic boundary conditions, Computer Methods in Applied Mechanics and Engineering, V198(2009), 2246-2259. [SCI: 2.129] 15 S.-L. Chang, H.-S. Chen, C.-S. Chien and D.-J. Han, An adaptive multigrid scheme for Bose-Einstein condensates in a periodic potential, Journal of Computational and Applied Mathematics. V231(2009), 268-287. [SCI: 1.048] 14 S.-L. Chang and C.-S. Chien, Computing multiple peak solutions for Bose-Einstein condensates in optical lattices, Computer Physics Communications, 180(2009), 926-947. [SCI: 2.120] 13 S.-L. Chang, C.-S. Chien and Z.-C. Li, A finite difference continuation method for computing energy levels of Bose-Einstein condensates, Computer Physics Communications. V179(2008), 208-226 [SCI: 2.120] 12 S.-L. Chang and C.-S. Chien, Adaptive continuation algorithms for computing energy levels of the rotating Bose-Einstein condensates, Computer Physics Communications. V177(2007), No 9, 707-719 [SCI,IF: 2.300] 11 S.-L. Chang, C.-S. Chien and B.-W. Jeng, Computing wave functions of nonlinear Schrödinger equations: a time-independent approach, Journal of Computational Physics. V226 (2007), 104~130 [SCI,IF: 2.346] 10
S.-L. Chang, C.-S. Chien, and B.-W. Jeng, Liapunov-Schmidt reduction and continuation for nonlinear Schrödinger equations, SIAM J. Sci. Comput. V29 (2007),No.2,729-755 [SCI,IF: 3.016]
9 S.-L. Chang, C.-S. Chien and B.-W. Jeng, An efficient algorithm for the Schrödinger-Poisson eigenvalue problem, J. Comput. Appl. Math., 205(2007), 509-532. [SCI,IF: 1.030] 8
S.-L. Chang and C.-S. Chien, Numerical continuation for nonlinear Schrödinger equations, Int. J. Bifurcation and Chaos, V17(2007), 641-656. [SCI,IF: 0.814]
7 C.-L. Tsai, M.-C. Cheng and S.-L. Chang, Gradient-Dependent Model for Moisture Diffusion in Polymer Matrix Composite Laminate, Journal of Composite Materials, V41(2007), No.4, 419-434 [SCI,IF:0.971] 6
S.-L. Chang, C.-S. Chien and B.-W. Jeng, Tracing the Solution Surface with Folds of a Two Parameter System, Int. J. Bifurcation and Chaos, 15(2005), 2689-2700. [SCI,IF: 1.042].
5 S.-L. Chang, H.-S. Chen and C.-S. Chien, Multigrid-Conjugate gradient type methods for reaction-diffusion systems, Int. J. Bifurcation and Chaos,14(2004), 3587-3605. [SCI,IF: 1.042] 4
S.-L. Chang and C.-S. Chien, Domain Decomposition Algorithms for Fourth Order Nonlinear Elliptic Eigenvalue Problems, Journal of Computational Physics,191(2003), 476-501.[SCI,IF:1.777]
3 S.-L. Chang and C.-S. Chien, A Multigrid-Lanczos Algorithm for the Numerical solutions of Nonlinear Eigenvalue Problems, Int. J. Bifurcation and Chaos., 13 (2003), 1217-1228. [SCI,IF: 1.014] 2 C.-S. Chien and S.-L. Chang, Application of the Lanczos Algorithm for Solving the Linear Systems that Occur in Continuation Problems, Numerical Linear Algebra with Applications., 10(2003), 335-355. [SCI,IF: 1.042] 1 C.-S. Chien, S.-L. Chang and Z. Mei, Tracing the buckling of a rectangular plate with the Block GMRES method, J. Comp. App. Math., 136 (2001), 199-218. [SCI,IF: 0.567]