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Picture of Prof.
Pit-Mann Wong


Address:
Prof. Pit-Mann Wong
Department of Mathematics
University of Notre Dame
Notre Dame, Indiana 46556-5683

Phone:
(574) 631-7586 (Office)
(574) 272-4296 (Fax)

Email: mailto: pmwong@nd.edu



Curriculum Vitae:

  • ``Vitae of Pit-Mann Wong", see vitae.pdf

    Information for Balfour Students Summer 2008:

  • (1) ``Lecture Notes", see LectureBalfour2008.pdf

    Information for Math 10350 (Calculus) 2007:

  • (1) ``Syllabus", see syllabus(07).pdf

  • (2) ``Home Work Assignments 10350", see HW(07).pdf

  • (3) ``Notes for 10350", see Notes(07).pdf

  • (4) ``Handout1", see Handout1.pdf

  • (6) ``Old Exam IIa", see OldExamIIa.pdf

  • (5) ``Old Exam IIb", see OldExamIIb.pdf

  • (6) ``Solutions Old Exam IIb", see SolutionsOldExamIIb.pdf

  • (7) ``Old Exam IIc", see OldExamIIc.pdf

  • (8) ``Old Exam IIIa", see OldExamIIIa.pdf

  • (9) ``Old Exam IIIb", see OldExamIIIb.pdf

  • (10) ``Old Exam IIIc", see OldExamIIIc.pdf

  • (11) ``Solutions to Old Exam IIIa", see SolOldExamIIIa.pdf

  • (12) ``Solutions to Old Exam IIIb", see SolOldExamIIIb.pdf

  • (13) ``Practice Exam III (07)", see PracExamIII(07).pdf

  • (14) ``Exam I (07)", see ExamI(07).pdf

  • (15) ``Exam II (07)", see ExamII(07).pdf

  • (16) ``Exam III (07)", see ExamIII(07).pdf

    Information for Math 40210 (Introductory Combinatorics) 2007:

  • (1) ``Syllabus", see Syllabus40210.pdf

  • (2) ``Home Work Assignments 40210", see HW40210(2007).pdf

  • (4) ``(40210)Notes2", see (40210)Notes2.pdf

  • (5) ``210(07)Review1", see 210(07)Review1.pdf

  • (6) ``(40210)Notes3", see (40210)Notes3.pdf

  • (7) ``(40210)Notes4", see (40210)Notes4.pdf

  • (8) ``(40210)Notes5", see (40210)Notes5.pdf

  • (9) ``HW(11-02-07)", see HW(11-02-07).pdf

  • (10) ``(40210)Notes6", see (40210)Notes6.pdf

  • (11) ``(40210)Notes7", see (40210)Notes7.pdf

  • (12) ``(40210)Notes8", see (40210)Notes8.pdf

  • (13) ``(40210)Notes9", see 40210)Notes9.pdf

  • (14) ``(40210)Notes10(partitions)", see (40210)Notes10.pdf

    Information for Balfour Students Summer 2007:

  • (1) ``Lecture Notes", see LectureBalfour2007.pdf

  • (2) ``BU2007 Exam I", see BU2007ExamI.pdf

  • (3) ``BU2007 Exam II", see BU2007ExamII.pdf

  • (4) ``BU2007 Exam III", see BU2007ExamIII.pdf

    Information for Balfour Students Summer 2006:

  • (1) ``Calculus Lecture Notes", see LectureBalfour.pdf

  • (2) ``Balfour Exam I", see BalfourExamI.pdf

  • (3) ``Balfour Exam II", see BalfourExamII.pdf

  • (4) ``SolutionsToHW", see SolutionsToHW.pdf

  • (5) ``Balfour Exam III", see BalfourExamIII.pdf

    Information for Math 10360 Students:

  • (1) ``Math 10360 Syllabus Spring 2006", see syllabus360.pdf

  • (2) ``Math 10360 Practice Exam I 2006", see 360PracExamI.pdf

  • (3) ``Solutions to Math 10360 Practice Exam I 2006", see 360SolPracExamI.pdf

  • (4) ``Math 10360 Practice Exam IIa 2006", see 360PEIIa.pdf

  • (5) ``Math 10360 Practice Exam IIb 2006", see 360PEIIb.pdf

  • (6) ``Math 10360 Exam II: Review", see ReviewExamII.pdf

  • (7) ``Math 10360 Practice Exam II Solution", see PracExamIISol.pdf

  • (8) ``Math 10360 Practice Exam III", see PracExamIII.pdf

  • (9) ``Math 10360 Practice Exam IIIb", see PracExamIIIb.pdf

  • (10) ``Math 10360 Practice Final Exam", see PracFinalExam.pdf

  • (11) ``Math 10360 Exam I", see ExamI.pdf

  • (12) ``Math 10360 Exam II", see ExamII.pdf

  • (13) ``Math 10360 Exam III", see ExamIII.pdf

    Information for Math 10140 Students:

  • (1) ``Math 10140 Syllabus Spring 2006", see syllabus140.pdf

  • (2) ``Math 10140 Practice Exam", see 140PracExam.pdf
  • (3) ``Math 10140 Practice Exam II", see 140PracExamII.pdf
  • (4) ``Math 10140 Practice Exam III", see 140PracExamIII.pdf
  • (5) ``Math 10140 Practice Final Exam", see 140PracFinalExam.pdf
  • (6) ``Math 10140 Practice Final Exam", see 140ExamI.pdf
  • (7) ``Math 10140 Exam II", see 140ExamII.pdf
  • (8) ``Math 10140 Exam III", see 140ExamIII.pdf

    Information for Math 10350 Students:

  • (1) ``Math 10350 Syllabus Fall 2005", see syllabus.pdf

  • (2) ``Math 10350 Old Exam Ia", see Old-Exam-Ia.pdf

  • (3) ``Math 10350 Old Exam Ib", see Old-Exam-Ib.pdf

  • (4) ``Math 10350 Homework Solutions 1", see HWSolutions1.pdf

  • (6) ``Old Exam IIa", see OldExamIIa.pdf

  • (7) ``Old Exam IIb", see OldExamIIb.pdf

  • (8) ``Solutions Old Exam IIb", see SolutionsOldExamIIb.pdf

  • (9) ``Old Exam IIIa", see OldExamIIIa.pdf

  • (10) ``Old Exam IIIb", see OldExamIIIb.pdf

  • (11) ``Solutions to Old Exam IIIa", see SolOldExamIIIa.pdf

  • (12) ``Solutions to Old Exam IIIb", see SolOldExamIIIb.pdf

  • (13) ``Old Final Exam A", see OldFinalExamA.pdf

  • (14) ``Old Final Exam B", see OldFinalExamB.pdf

  • (15) ``Solutions to Exam III", see SolExamIII.pdf

  • (16) ``Answers to Old Final Exam 2003", see AnsExam2003.pdf

  • (17) ``Answers to Old Final Exam 2004", see AnsExam2004.pdf

    Research Interests:


    Recent Publications and Preprints (in PDF files):

  • (1) ``Applications of Nevanlinna Theory to Geometric Problems", see APG.pdf

  • (2) ``Finsler Geometry of Holomorphic Jet Bundles", see ymsriCW.pdf

  • (3) ``Finsler Geometry of Logarithmic Jet Bundles", see FGLJ.pdf

  • (4) ``Unique Range Sets and Uniqueness Polynomials in Positive Characteristic", see acta1.pdf

  • (5) ``Unique Range Sets and Uniqueness Polynomials in Positive Characteristic II", see acta2.pdf

  • (6) ``Strong Uniqueness Polynomials: The Complex Case ", see unique-complex.pdf

  • (7) ``On the holomorphic sectional and bisectional curvatures in complex Finsler geometry ", see BiseccuvCW.pdf

  • (8) ``Finsler geometry of projectivized vector bundles", see cao-w.pdf

  • (9) ``Recent results in hyperbolic geometry and diophantine geometry" in Proceedings International Symposium in Holomorphic Mappings, Diophantine Geometry and Related Topics, (Organized by J. Noguchi), RIMS (Kyoto University) 1992 see DA+HYP.pdf

  • (10) ``Twistor spaces over 6-dimensional Riemannian manifolds"Illinois J. Math. volume 31, 274-311 (1987) see Twistor.pdf

  • (11) ``Holomorphic functions of finite order on affine varieties" Duke Math. J. volume 48, 389-399 (1981) see FiniteOrder.pdf

  • (12) ``Hyperbolicity of the complements of plane algebraic curves" American J. Math. volume 117, 573-599 (1995) see DSW1.pdf

  • (13) ``On the hyperbolicity of the complements of curves in surfaces. The three-component case" Duke Math. J. volume 78, 193-212 (1995) see DSW2.pdf

  • (14) ``Some remarks on the Casorati-Weierstrauss theorem" Annales Polonici Math. volume XXXIX, 165-174 (1981) see SW1.pdf

  • (15) ``Integral points of ${\bf P}^n \setminus \{2n+1 \text { hyperplanes in general position\}$" Invent. Math. volume 106, 195-216 (1991) see RW.pdf

  • (16) ``Bisectional curvature of complement of curves in ${\bf P}^2" to appear in J. Math. Kyoto Univ. (2006) see WW.pdf

  • (17) ``A Survey of Complex Finsler Geometry" preprint 2006, to appear in Math. Soc. Japan. (2007) see SFG.pdf

  • (18) ``Oka's Principle" abridged preliminary version (2006) to appear in Handbook of Global Analysis edited by D. Krupka and D. Saunders, Elsevier (2007) see OKA.pdf

  • (19) ``Uniformization of Parabolic Manifolds" see UPM.pdf

  • (20) ``Complex Finsler-Einstein Manifolds" see CFEM.pdf

  • (21) ``Generalized Finsler Spaces" see GenFinsler.pdf

  • (22) ``Non-Archimedean Analytic Curves in The Complement of Divisors" preprint (2007) see non-Archimedean.pdf

  • (23) ``On $p$-adic hyperbolicity" preprint (2007) see p-adic.pdf

  • (24) ``On non-Archimedean hyperbolicity" preprint (2007) see NonArchHyp.pdf

  • (25)``Finite Generation Of The Space Of Global Analytic Jet Differentials On Affine Algebraic Varieties" preprint (2007) see FiniteGeneration.pdf

  • (26) ``SMT on generalized parabolic manifolds" to appear in " Some topics in value distribution and differentiability of complex and p-adic analysis" (edited by W. Tutschke, A. Escassut and C.C. Yang, Science Press, Beijing, China) see SMTGP.pdf

  • (27) ``The Concepts of General Position and a Second Main Theorem for Non-Linear Divisors" preprint (2007) see SMTNL.pdf

    Preliminary Lecture Notes (in PDF files):

  • (1) ``Lecture Notes on Riemann-Roch", see LNRR.pdf

  • (2) ``Lecture Notes on Einstein Manifolds", see Einstein.pdf

  • (3) ``Preliminary Lecture Notes on Singular Plane Curves", see spc21.pdf

  • (4) ``Preliminary Lecture Notes on Curves I (1999)", see 1999L1.pdf

  • (5) ``Preliminary Lecture Notes on Curves II (1999)", see 1999L2.pdf

    Links to various homepages:

    MathSciNet, Mathematical Reviews on the Web ,

    World-wide Mathematics Department Web Servers ,

    Worldwide Mathematics links ,


    Notre Dame Mathematics Department Homepage

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