程守慶 - 台湾清华大学

个人简介

學歷美國普林斯頓大學,數學研究所,博士經歷國立清華大學,數學系,教授,1995/08- , 國立清華大學,應用數學所,副教授,1994/08-1995/07, 美國紐約州立大學,奧伯尼校區,助理教授,1988/08 - 1994/07, 美國普渡大學,研究助理教授,1986/08 - 1988/07 指導學生 90,碩士班,林育竹,89,碩士班,孫維民,88,博士班,張世標,88,碩士班,鍾文君、吳家豪、吳鴻忠,87,碩士班,徐吉良,86,碩士班,陳宗義、蔡志強,85,碩士班,徐文珍、粘珠鳳、江青山

研究领域

多複變函數論、偏微分方程

近期论文

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期刊論文 1. On dominationg sets for uniform algebra on pseudoconvex domains, Journal of Pure and Applied Mathematics Quarterly, special issue in honor of J.J. Kohn, revised,(2008). 2. On dominating phenomenon for bounded real harmonic functions in several variables, preprint, (2008). 3. On dominating sets for Nevanlinna class, preprint,(2008). 4. On zero varieties of holomorphic functions in Hardy spaces, Journal of Mathematical Analysis and Applications, Vol. 297, (2004), 38-47. 5. Complex analysis in one and several variables, Taiwanese J. Math., Vol. 4, No. 4 (2000), 531-568. 6. An extension of H. Cartan's theorem(with S.B. Jang)", Proc. Amer. Math. Soc., Vol. 127, No. 8 (1999), 2265-2271. 7. A counterexample to the differentiability of the Bergman kernel function", Proc. Amer. Math. Soc., Vol. 124, No. 6 (1996), 1807-1810. 8. Real analytic regularity of the Bergman kernel function", Bull. Inst. Math. Acad. Sinica, Vol. 24, No. 1 (1996), 13-21. 9. Global analytic hypoellipticity of $Box_b$ on circular domains", Pacific J. Math., Vol. 175, No. 1 (1996), 61-70. 10. Characterization of the automorphis on the Barrett and the Diederich-Fornaess worm domains", Trans. Amer. Math. Soc., Vol. 338, No.1 (1993), 431-440. 11. Real Analytic regularity of the Bergman and Szeg$ddotrm o$ projections on decoupled domains", Math. Zeit., 213 (1993), 491-508. 12. On the Darboux-Picard Theorem in $realc^n$", Michigan Math. J., 40 (1993), 605-608. 13. Characterizations of the unit ball and circular domains in $realc^n$", Complex Variables, Vol. 20 (1992), 237-253. 14. Real analytic regularity of the Szeg$ddotrm o$ projection on circular domains", Pacific J. Math., Vol. 148, No.2 (1991), 225-235. 15. Regularity of the $barpartial$-Neumann problem", Proc. Amer. Math. Soc., Vol. 111, No.3 (1991), 779-785. 16. Global regularity of the $barpartial$-Neumann problem: a sufficient condition", Bull. Inst. Math. Acad. Sinica, Vol. 19, No.3 (1991), 191-205. 17. Global regularity of the $barpartial$-Neumann problem in dimension two", Proc. Sympos. Pure Math., Vol. 52, Part 3 (1991), 55-61. 18. A remark on the uniform extendability of the Bergman kernel function", Math. Ann., 291 (1991), 481-486. 19. Real analytic boundary regularity of the Cauchy kernel on convex domains", Proc. Amer. Math. Soc., Vol. 108, No.2 (1990), 423-432. 20. Global regularity of the $barpartial$-Neumann problem on circular domains", Math. Ann., 285 (1989), 1-12. 21. Global real analyticity of solutions to the $barpartial$-Neumann problem", Math. Zeit., 198 (1988), 239-259. 22. Global analytic hypoellipticity of the $barpartial$-problem on circular domains", Invent. math., 92 (1988), 173-185. 23. Exact regularity of the Bergman and Szeg$ddotrm o$ projections on domains with partially transverse symmetries", (with H.P. Boas and E.J. Straube), Manuscripta Math., 62 (1988), 467-475. 24. Global real analyticity of Solutions to the $barpartial$-Neumann problem on Reinhardt domains", Indiana Univ. Math. J., Vol. 37, No.2 (1988), 421-430. 25. An a priori estimate on the boundary of small admissible domain", Bull. Inst. Math. Acad. Sinica, Vol. 15, No.2 (1987), 119-152. 26. Regularity of the Bergman projection on domains with partial transverse symmetries", Math. Ann., 277 (1987), 135-140. 27. Microlocal analysis on free nilpotent Lie groups", Ph.D. Thesis, Princeton University, (1986). 28. Subbundles of the tangent bundle of hypersurfaces of complex projective space", Bull. Inst. Math. Acad. Sinica, vol. 9, No.1 (1981), 111-127. 29. The application of Huffman algorithm in local distribution(with Jin-Fu Chang and Kuang-Tsan Wu), Proceedings of national symposium on electromagnetic waves and communications, 425-442(1981).