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Showing items 793071-793080 of 2346275  (234628 Page(s) Totally)
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Institution Date Title Author
義守大學 2009 Superconvergence of high order FEMs for eigenvalue problems with periodic boundary conditions H.-T. Huang;S.-L. Chang;C.-S. Chien;Z.-C. Li
南台科技大學 2009 Superconvergence of high order FEMs for Schrödinger equations with periodic boundary conditions 張勝麟; H.-T. Huang; S.-L. Chang; C.-S. Chien; Z.-C. Li
國立中山大學 2003 Superconvergence of solution derivatives for the Shortley-Weller di?erence approximation of Poisson's equation, part I. Smoothness problems Zi-Cai Li ; T. Yamamoto ; Q. Fang
國立中山大學 2003 Superconvergence of solution derivatives for the Shortley-Weller di?erence approximation of Poisson's equation, part II. Singularity problems Zi-Cai Li ; H.Y. Hu ; Q. Fang ; T. Yamamoto
國立中山大學 2003 Superconvergence of solution derivatives for the Shortley-Weller difference approximation of Poisson's equation, part I. Smoothness problems Zi-Cai Li; T. Yamamoto; Q. Fang
國立中山大學 2003 Superconvergence of solution derivatives for the Shortley-Weller difference approximation of Poisson's equation, part II. Singularity problems Zi-Cai Li; H.Y. Hu; Q. Fang; T. Yamamoto
東海大學 2008 Superconvergence of solution derivatives of the shortley-weller difference approximation to elliptic equations with singularities involving the mixed type of boundary conditions Li, Z.-C.a, Fang, Q.be , Wang, S.c, Hu, H.-Y.d
國立中山大學 2008 Superconvergence of solution derivatives of the shortley-weller difference approximation to elliptic equations with singularities involving the mixed type of boundary conditions Zi-Cai Li; Qing Fang; Song Wang; Hsin-Yun Hu
東海大學 2008-05 Superconvergence of solution derivatives of the Shortley-Weller difference approximation to Poisson's equation with singularities on polygonal domains Li, Z.C., H.Y.Hu and S. Wang & Q. Fang; 胡馨云
國立中山大學 2008 Superconvergence of solution derivatives of the shortleyweller difference approximation to Poisson's equation with singularity problems on polygonal domains Zi-Cai Li; H.Y. Hu;S. Wang; Q. Fang

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