user_id,fax,web,class,email,honor,phone,title,gender,office,passwd,school,e_honor,publish,e_school,priority,extension,specialty,user_name,experience,e_specialty,e_user_name,e_experience,last_login_time,total_login_number root,NULL,NULL,SC,mi.shi@math.ncu.edu.tw,NULL,NULL,0,0,,c670e,,,NULL,,0,NULL,NULL,²\xa6W\xa5@,NULL,NULL,,NULL,2010-10-29 10:57:20,198 cslin,(03)4257379,NULL,NULL,cslin@math.ncu.edu.tw,2001 \xb2Ĥ@\xa9\xa1\xc1`\xb2ά\xec\xbeǼ\xfa
\r\n1998 \xb2Ĥ@\xa9\xa1\xb1ῳ\xbcƾǼ\xfa
\r\n1998 \xa4\xa4\xa5\xa1\xac\xe3\xa8s\xb0|\xb0|\xa4h\xa1B\xb1Ш|\xb3\xa1\xb0\xea\xaea\xc1\xbf\xaey \xb1б\xc2
\r\n\xa5x\xc6W\xb1Ш|\xb3\xa1\xbedzN\xbc\xfa
\r\n\xa5x\xc6W\xb0\xea\xac\xec\xb7|\xb3ǥX\xac\xe3\xa8s\xbc\xfa,NULL,61,1,NULL,,\xac\xfc\xb0\xea\xafì\xf9\xa4j\xbedzդh,,
    \r\n
  1. Lin, C.S., 1985, The Local Isometric Embeddings in R^3 pf Two-Dimensional Riemannian Manifolds with nonnegative curvature, J. of Differential Geometry, 21 (1985), 213-230.\r\n
  2. Lin, C.S., 1986, The Local Isometric Embedding in R^3 of Two-dimensional Riemannian Manifolds with Gaussian curvature changing Sign Cleanly, Communication on Pure and Applied Mathematics, 39 (1986), 867-887.\r\n
  3. Lin, C.S., 1986, Interpolation Inequalities with Weights, Comm. in Partial Differential Equations, 11 (1986), 1515-1538.\r\n
  4. Lin, C.S., 1987, On the Second Eigenfunctions of the Laplacian in R^2 , Comm. Math. Phys. 111 (1987), 161-166.\r\n
  5. Lin, C.S., Ni, W.M. and Takagi, I., 1988, Large Amplitude Stationary Solutins to a Chemotaxis System, J. of Differential Equation, 72 (1988), 1-27.\r\n
  6. Lin, C.S. and Ni, W.M., 1988, A Counterexample to the Nodal Domain Conjecture and a Related Semilinear Equation, Proceeding of AMS, 102 (1988), 271-278.\r\n
  7. Lin, C.S. and Ni, W.M., 1988, On the Diffusion Coefficient of a Semilinear Neumann Problems, In Lecture Notes in Mathematics, Vol. 1340, 1988, pp.160-174. Ed. by Hildebrandt, Kinderlehrer and Miranda.\r\n
  8. Lin, C.S. and Tso, K.S., 1990, On Regular Solutions of Second Order Degenerate Elliptic-parabolic Equations, Comm. in Partial Differential Equations. 15 (1990), 1329-1360.\r\n
  9. Chen, C.C. and Lin, C.S., 1991, Uniqueness of Ground State Solutions of \xa1\xb5u+f(u)=0 in R^2, n\xa1\xd93, Comm. in Partial Differential Equations,16 (1991), 1549-1572.\r\n
  10. Chen, C.C. and Lin, C.S., 1995, Local Behavior of Singular Positions of Semilinear Elliptic Equations with Sobolev Exponent, Duke Math. Journal 78 (1995), 315-334.\r\n
  11. Lin, C.S., 1997, Non-existence of Positive Solutions of Scalar Curvature Equation in R^n , submitted\r\n
  12. Chen, C.C. and Lin, C.S., 1997, On Boundedness of Positive Solutions of Scalar Curvature Equations in R^n, , submitted\r\n
  13. Cheng, K.S. and Lin, C.S., 1997, On the Asymptotic Behavior of Solutions of the Conformal Gaussian Curvature Equations in R^2, Math. Ann., 308 (1997), 119-139.\r\n
  14. Chen, C.C. and Lin, C.S., 1997, Estimates of the Conformal Scalar Curvature Equation Via the Method of Moving Planes , Comm. Pure Appl. Math., 50 (1997), 971-1017.\r\n
  15. Chen, C.C. and Lin, C.S., 1997, On Completeness and Compactness of Conformal Metrics in R^n, Asian J. of Math., 1 (1997), 565-575.\r\n
  16. Cheng, K.S., and Lin, C.S., 1998, On the Conformal Gaussian Curvature Equations in R^2, J. Differential Equations, 146 (1998), 226-250.\r\n
  17. Chen, C.C. and Lin, C.S., 1998, Estimate of the Conformal Scalar Curvature Equation Via the Method of Moving Planes, II, Journal of Differential Geometry, 49(1998), 115-178.\r\n
  18. Lin, C.S., 1998, A Classification of Solutions of a Conformally Invariant Fourth Order Equation in R^n, Commentarii Mathematici Helvetici, 73 (1998), 206-231.\r\n
  19. Cheng, K.S. and Lin, C.S., 1998, Compactness of Conformal Metrics with Positive Gaussian Curvature in R^2, Ann. Scuola. Norm. Sup. Pisa, Ser. IV, 26(1998), 31-45.\r\n
  20. Lin, C.S., 1998, Liouville-type Theorems for Semilinear Elliptic Equations Involving the Sobolev Exponent723-744. , Mathematische Zeitschrift, 228 (1998),\r\n
  21. Chen, C.C. and Lin, C.S., 1998, A Sharp sup+inf Inequality for a Nonlinear Ellptic Equation in R^2, Communication in Analysis and Geometry, 6 (1998), 1-19.\r\n
  22. Lin, C.S., 1999, On Liouville Theorem and a Priori Estimate for the Scalar Curvature Equations, Ann. Scuola. Norm. Sup. Pisa, Cl. Sci. (4), 27(1998), no. 1, 107-130, 1999.\r\n
  23. Chen, C.C. and Lin, C.S., 1999, On the Asymptotic Symmetry of Singular Solutions of the Conformal Scalar Curvature Equations, Math. Annallen, 313 (1999), 229-245.\r\n
  24. Cheng, K.S. and Lin, C.S., 1999, Conformal Metrics in R^2 with Prescribed Gaussian Curvature with Positive Total Curvature in R^2 , Nonlinear Analysis 38 (1999), no. 6, Ser. A: Theory methods, 775-783.\r\n
  25. Chen, C.C. and Lin C.S., 1999, Blowing up with Infinite Energy of Conformal Metrices on s^n, Comm. in Partial Differential Equations, 24(1999), 785-799.\r\n
  26. Chen, C.C. and Lin, C.S., 1999, Existence of Positive Weak Solutions with a Prescribed Singular Set of a Semilinear Elliptic Equation, The Journal of Geometric Analysis, 9(1999), 221-246.\r\n
  27. Guan, P.F. and Lin, C.S., 2000, On Equation det(uij+\xa3_iju)=u^pf on S^n,, preprint, 2000\r\n
  28. Lin, C.S., 2000, Topological Degree for Mean Field Equations on S^2, Duke Math. Journal, 104(2000), 501-536.\r\n
  29. Lin, C.S., 2000, Uniqueness of Solutions to the Mean Field Equation for the Spherical Onsager Vortex, Arch. for Rational Mechanics, 153(2000)2, 153-176.\r\n
  30. Cheng, K.S. and Lin, C.S., 2000, Conformal Metrics with Negative Gaussian Curvature in R^2, Calculus of Variations & PDE, 11(2000), 203-231.\r\n
  31. Cheng, K.S. and Lin, C.S., 2000, Multiple Solutions of Conformal Metrics with Negative Total Curvature, Advances in Differential Equations, 5(2000), 1253-1288.\r\n
  32. Lin, C.S., 2000, Uniqueness of Conformal Metrics with Prescribed Total Curvature in R^2, Calculus of Variations & PDE, 10(2000), 291-319.\r\n
  33. Lin, C.S., 2000, Estimates of the Scalar Curvature Equation Via the Method of Moving Planes, III, Communication on Pure and Applied Math., 53(2000), 611-646.\r\n
  34. Chen, C.C. and Lin, C.S., 2000, Blowup behavior of mean field type equations, Taiwanese J. of Math., 4(2000), 21-31.\r\n
  35. Chen, C.C. and Lin, C.S., 2000, On Axisymmetric Solutions of Conformal Scalar Curvature Equation on S^n, Advances in Differential Equations, 5(2000), 121-147.\r\n
  36. Lin, C.S., and Wei, J.C., 2001, Uniqueness of Multi-spike Solutions Via the Method of Moving Planes, preprint, 2001.\r\n
  37. Grossi, Massimo, Lin, C. S. and Parashanth, S., 2001, A Uniqueness Result for a Neumann Problem Involving the Critical Sobolev Exponent, submitted, 2001.\r\n
  38. Chen, C.C. and Lin, C.S., 2001, On Prescribing Scalar Curvature on S^n, Part I: Apriori Estimates, Journal of Differential Geometry,57(2001), No.1, 67-171.\r\n
  39. Chen, C.C. and Lin, C.S., 2001, Spherical Harnack Inequality for Singular Solutions of Nonlinear Elliptic Equation, Ann. Scuola. Norm. Sup. Pisa, Cl. Sci (4), 30(2001), 713-738.\r\n
  40. Lin, C.S. and Takagi, I., 2001, Method of Rotating Planes Applied to a Singularly Perturbed Neumam Problems , Calc. Var. and Partial Diff.Eqs., 12(2001), No. 4, 519-536.\r\n
  41. Lin, C.S., 2001, Locating the Peaks of Solutions to a Neumann Problem Via the Maximum Principle, I: The Neumann Problem,, Comm. Pure Appl. Math., 56(2001), 1065-1095.\r\n
  42. Chen, C.C. and Lin, C.S., 2001, On the Symmetry of Blowup Solutions to a Mean Field Equation, Ann. Linstitute H. Poincare', Analyse Nonline'are, 18, 3(2001), 271-296.\r\n
  43. Lin, C.S, 2002, The Existence of Multi-bubbling Solutions for the Spherical Onsager Vortex., In preparation.\r\n
  44. Lin, C.S., 2002, Uniqueness of Conformal Matrices on S^2., In preparation\r\n
  45. Guan, P.F., Lin, C.S. and Ma, X., 2002, On the Convexity and the Existence of Weigarten Hypersurfaces, Preprint\r\n
  46. Han, Q., Hang, J.X. and Lin, C.S., 2002, Local Isometric Embedding of Surfaces with Nonpositive Gaussian Curvature , submitted\r\n
  47. Lin, C.S. and Wei, J.C., 2002, Locating the Peaks of Solutions Via the Maximum Principle, II: A Local Version of the Method of Moving Planes, , submitted 2002.\r\n
  48. Chen, C.C. and Lin, C.S., 2002, On Prescribing Scalar Curvature on S^n, Part II: Counting the Leray Schauder Degree. , In preparation\r\n
  49. Chen, C.C. and Lin, C.S., 2002, A mean field Equation on Torus and the Weierstrass \xa3^-function, A volume to be in honor of Professor Liouis Nirenberg on his seventy-five birthday, to appear\r\n
  50. Chen, C.C. and Lin, C.S., 2002, Topological Degree Mean for Field Equations on Riemann Surfaces , submitted 2002\r\n
  51. Chan, H., Fu, C.C. and Lin, C. S., 2002, Non -topological Solutions to the self-dual Chern-Simons-Higgs equation, Comm. Mahtematical Physics, to appear.\r\n
  52. Chang, S. Y. A., Chen, C. C. and Lin, C. S., 2002, Extremal Functions for a Mean Fiels Equation in Two Dimesion, submitted\r\n
  53. Chen, C.C. and Lin, C.S., 2002, Sharp Estimates for Solutions with Multi-bubbles in Compact Riemann Surface, Comm. Pure Appl. Math. 55(2002), 728-771.\r\n
  54. Han, Q., Hong, J.X. and Lin, C.S., 2002, Small Divisors in Nonlinear Elliptic Equations , Calc. Var. and PDE, to appear.\r\n
  55. Chern, J.L. and Lin, C.S., 2002, Axial Symmetry of the Least-energy Solutions of Nonlinear Elliptic Equations, Journal of Differential Equations,, to appear.\r\n
\r\n,Ph.D., New York University,137,NULL,\xb7L\xa4\xc0\xb4X\xa6\xf3\xa1B\xb0\xbe\xb7L\xa4\xc0\xa4\xe8\xb5{,\xaaL\xaa\xf8\xb9\xd8,2006/10 ~ \xa4\xa4\xa5\xa1\xa4j\xbeǼƾǨt \xadݥ\xf4\xb1б\xc2
\r\n2005/07 ~ 2006/09 \xa4\xa4\xa5\xa1\xa4j\xbeǼƾǨt \xc1\xbf\xaey\xb1б\xc2
\r\n1998 \xa4\xa4\xa5\xa1\xac\xe3\xa8s\xb0| \xb0|\xa4h\xa1B\xb1Ш|\xb3\xa1\xb0\xea\xaea \xc1\xbf\xaey\xb1б\xc2
\r\n1990 ~ \xa4\xa4\xa5\xbf\xa4j\xbeǼƾǨt \xb1б\xc2
\r\n1987 ~ 1990 \xa5x\xc6W\xa4j\xbeǼƾǨt \xb1б\xc2
\r\n,Partial differential equations, Differential Geometry,Chang-Shou Lin,NULL,NULL,0 hm,(03)4257379,NULL,NULL,,NULL,NULL,61,2,405,419dd,\xa5[\xae\xb3\xa4j\xad^\xc4ݭ\xf4\xadۤ\xf1\xa8Ȥj\xbedzդh,,Refereed Papers
\r\n
    \r\n
  1. "Fixed point theorems for point-to-set mappings and the set of fixed points", Pacific J. Math. Vol. 42, 369-379 (1972). \r\n
  2. "Fixed point theorems with localized property", Tamkang J. Math. Vol. 8, 81-85 (1977). (with Y. H. Tsai) \r\n
  3. "Fixed point theorems for point-to-set mappings in locally convex spaces and characterizations of complete metric spaces", Bull. Institute Math. Academia Sinica, Vol. 7, 461-470 (1979). (with Y. H. Tsai) \r\n
  4. "Edelstein's contractivity and attractors", Proc. Amer. Math. Soc. Vol. 76, 339-344 (1979). (with L. Janos; K. K. Tan) \r\n
  5. "Contractification of a semigroup of maps", Proc. Amer. Math. Soc. Vol. 77, 267-275 (1979). (with K. K. Tan) \r\n
  6. "Attractors and a fixed point theorem in locally convex space", Commentationes Math. Universitatis Carolinae, 21, 1 (1980) 71-79. (with K. K. Tan) \r\n
  7. "A coincidence theorem with applications to minimax inequalities and fixed point theorems", Tamkang Journal of Mathematics, Vol. 17, No. 2, 1986, 37-45. (with K. K. Tan) \r\n
  8. H.-M.Ko and K.-K.Tan \r\n
  9. "A note on a covering theorem of Ky Fan" \r\n
  10. * Tamk. Journal of Math. 22 (1991), 329-333. \r\n
  11. H.-M.Ko and K.-K.Tan \r\n
  12. "Coincidence theorems and matching theorem" \r\n
  13. * Tamk. Journal of Math. 23 (1992), 297-309.\r\n
\r\n
\r\n \r\nConference Paper
\r\n
    \r\n
  1. "Experimental Teaching about Number Theory", \xbcƾǡB\xb1Ш|\xbbP\xb9q\xb8\xa3\xac\xe3\xb0Q\xb7|\xb7J\xa5Z, 48-55. \xa4C\xa4Q\xa4C\xa6~\xa4E\xa4\xeb\xa5Z\xa6\xe6. (with Ju-Kwei Wang) \r\n
\r\n\r\n
\r\nOther Publication
\r\n
    \r\n
  1. "A fixed point theorem for point-to-set nonexpansive mappings", Special Issue, Dep. of Math., New Asia College, The Chinese University of Hong Kong, Kowloon, Hong Kong 129-131 (1972). \r\n
,Ph.D., The University of British Columbia,135,65139,\xbcƾǤ\xc0\xaaR\xa1G\xa9w\xc2I\xb2z\xbd\xd7,\xac_\xbcz\xac\xfc,2004/08 ~ \xa4\xa4\xa5\xa1\xa4j\xbeǼƾǨt \xadݥ\xf4\xb1б\xc2
\r\n1983/08 ~ 2004/07 \xa4\xa4\xa5\xa1\xa4j\xbeǼƾǨt \xb1б\xc2
\r\n1986/08 ~ 1987/07 \xa4\xa4\xa5\xa1\xa4j\xbeǼƾǨt\xa5D\xa5\xf4\xa1B\xa9Ҫ\xf8
\r\n1971 ~ 1983 \xb2M\xb5ؤj\xbeǼƾǨt\xb0Ʊб¡B\xb1б\xc2
\r\n1978/08 ~ 1979/07 \xb2M\xb5ؤj\xbeǼƾǨt \xa5N\xa8t\xa5D\xa5\xf4\xa1B\xa5N\xa9Ҫ\xf8
\r\n1961/08 ~ 1963/01 \xaev\xbdd\xa4j\xbeǼƾǨt \xa7U\xb1\xd0
\r\n,General topology,Hwei-Mei Ko,NULL,NULL,0 huang,(03)4257379,http://www.math.ncu.edu.tw/~huang/ ,,huang@math.ncu.edu.tw,NULL,(03)4267201,61,1,212,ac43e,\xac\xfc\xb0\xea\xafì\xf9\xa6{\xa5ߤj\xbeǥ۷ˤ\xc0\xaeճդh,,2003:\r\n
    \r\n
  1. Hua-Min Huang, Frank K. Hwang, Jian-Feng Ma:
    \r\nUsing transforming matrices to generate DNA clone grids,\r\nDiscrete Applied Mathematics 129(2-3), (2003), p421-431.\r\n
\r\n2004:\r\n
    \r\n
  1. Chung-Haw Chang, Cheng-Kuan Lin, Hua-Min Huang, Lih-Hsing Hsu:
    \r\nThe super laceability of the hypercubes. Inf. Process. Lett. 92(1), (2004), p15-21.\r\n
\r\n2005:\r\n
    \r\n
  1. Cheng-Kuan Lin, Hua-Min Huang, Lih Hsin Hsu:
    \r\nThe super connectivity of the pancake graphs and the superlaceability of the star graphs, Theoretical Computer Science 339, (2005), p257-271.\r\n
  2. Cheng-Kuan Lin, Hua-Min Huang, Lih-Hsin Hsu, Sheng Bau:
    \r\nMutually independent paths in star networks, Networks Vol. 46, 2, (2005), p110-117.\r\n
\r\n2006:\r\n
    \r\n
  1. Chao-Ming Sun, Hua-Min Huang, Lih-Hsing Hsu:
    \r\nMutually independent paths and cycles in hypercubes, Journal of Interconnection Networks Vol. 7, 2 , (2006), p235-255.\r\n
  2. Cheng-Kuan Lin, Hua-Min Huang, D.Frank Hsu, Lih-Hsing Hsu:
    \r\nOn the spanning w-diameter of the star graph, Networks Vol. 48, 4, (2006), p235-249.\r\n
  3. Shin-Shin Kao, Cheng-Kuan Lin, Hua-Min. Huang, Lih-Hsing Hsu:
    \r\nPanpositionable Hamiltonian graphs, Ars. Combinatoria Vol. 81, (2006) , p209-223.\r\n
  4. Hong-Chun Hsu, Cheng-Kuan Lin, Hua-Min Hung, Lih-Hsing Hsu:
    \r\nThe Spanning Connectivity of the (n,k)-star Graphs, International Journal of Foundations of Computer Science Vol. 17, 2,\r\n(2006), p415-434.\r\n
\r\n2007:\r\n
    \r\n
  1. Cheng-Kuan Lin, Hua-Min Huang, Lih-Hsing Hsu:
    \r\nOn the spanning diameter of graphs, Discrete Mathematics Vol. 307, 2, 28 (2007) , p285-289.\r\n
  2. Chung-Haw Chang, Chao-Ming Sun, Hua-Min Huang and Lih-Hsing Hsu :
    \r\nOn the equitable k *-laceability of hypercubes; Journal of combinatorial optimization Vol. 14, 2-3 ,(2007), p349-364.\r\n
\r\n2008:\r\n
    \r\n
  1. Cheng-Kuan Lin, Hua-Min Huang, Lih-Hsing Hsu, J.M. Tan:
    \r\nOn spanning connected graphs, Vol. 308, 7, 6, (2008), p1330-1333.\r\n
\r\n\r\n,Ph.D., State University of New York, Stony Brook,140,,\xb4X\xa6\xf3\xa1B\xb2զX\xbe\xc7,\xb6\xc0\xb5إ\xc1,1985/10 ~ \xa4\xa4\xa5\xa1\xa4j\xbeǼƾǨt \xb1б\xc2
\r\n1978/08 ~ 1985/09 \xa4\xa4\xa5\xa1\xa4j\xbeǼƾǨt \xb0Ʊб\xc2
\r\n1976/08 ~ 1978/07 \xa4\xa4\xbf\xb3\xa4j\xbe\xc7\xc0\xb3\xa5μƾǨt \xb0Ʊб\xc2
\r\n,Geometry, Combinatorics,Hua-Min Huang,1985/10 ~ Professor, National Central University
\r\n1978/08 ~ 1985/09 Associate Professor, National Central University
\r\n1976/08 ~ 1978/07 Associate Professor, National Central University
,NULL,0 yih,(03)4257379,www.math.ncu.edu.tw/~yih/,NULL,yih@math.ncu.edu.tw,NULL,NULL,61,1,405,419dd,\xac\xfc\xb0\xea\xb1K\xa6\xe8\xaeڤj\xbeǺӤh,,Publication List:\r\n
    \r\n
  1. Asymptotic Behavior of solutions of nonlinear parbolic boundary-value problems, Chinese J. Math., 2 (1974), 247-258\r\n
  2. Solutions for nonlinear Volterra integral equation, J. Math. Anal, Appl., (1979), 475-488 (SCI)\r\n
  3. Propertites of solutions to abstract nonlinear Volterra equations with delay, J.Math.Appl., (1981), 497-505 (SCI)\r\n
  4. A note on common fied point theorems, J.Math.Appl., (1985), 47-54 (SCI)\r\n
  5. Comparison and nonoillation results for Volterr-Stieltjes integral equations, J. Math. Anal, Appl., (1988), 257-270 (SCI)\r\n
  6. A Levin type comparison and oscillations for Volterra-Stieltjes integral equations, J. Math. Anal, Appl. (1989), 451-462 (SCI)\r\n
  7. The existence of solutions to functional integrodifferential equation, Chinese J. Math., 12 (1990), 315-333\r\n
  8. Levin's comparison theorems for nonlinear Volterra-Stieltjes integr-odifferential equations, Proc. Nal's Sci Couc. ROC(A) 15 (1991), 439-445\r\n
  9. A general comparison theorem for nonlinear equations, Comput. Math. Appl., (2001), 917-925 (SCI)\r\n
\r\n,MS, University of Michigan,131,65160,\xb7L\xa4\xc0\xa4\xe8\xb5{\xa1B\xbfn\xa4\xc0\xa4\xe8\xb5{,\xb3\xaf\xa5\xb0\xbc\xdd,2003/02 ~ \xa4\xa4\xa5\xa1\xa4j\xbeǼƾǨt \xadݥ\xf4\xb1б\xc2
\r\n1969/08 ~ 2003/01 \xa4\xa4\xa5\xa1\xa4j\xbeǼƾǨt
\r\n,Ordinary differential equations\xa1BIntegral equations,Hung-Yih Chen,NULL,NULL,0