MAKOTO ABE

Last Updated :2021/04/06

Affiliations, Positions
Graduate School of Advanced Science and Engineering, Professor

Basic Information

Major Professional Backgrounds

  • 1983/04/01, 1985/03/31, Oshima National College of Maritime Technology, Division of General Education, Research Associate
  • 1985/04/01, 1994/03/31, Oshima National College of Maritime Technology, Division of General Education, Lecturer
  • 1994/04/01, 2001/09/30, Oshima National College of Maritime Technology, Division of General Education, Associate Professor
  • 2001/10/01, 2003/09/30, Kumamoto University, College of Medical Science, Associate Professor
  • 2003/10/01, 2007/03/31, Kumamoto University, School of Health Sciences, Associate Professor
  • 2007/04/01, 2009/12/31, Kumamoto University, School of Health Sciences, Associate Professor
  • 2010/01/01, 2011/02/28, Kumamoto University, Faculty of Life Sciences, Associate Professor
  • 2011/03/01, 2020/03/31, Hiroshima University, Graduate School of Science, Professor

Academic Degrees

  • Doctor of Philosophy, Kyushu University
  • Master of Science, Kyushu University
  • Bachelor of Science, Kyushu University

In Charge of Primary Major Programs

  • Integrated Arts and Sciences

Research Fields

  • Mathematical and physical sciences;Mathematics;Basic analysis
  • Mathematical and physical sciences;Mathematics;Geometry
  • Complex systems;Science education / Educational technology;Science education

Research Keywords

  • Complex Space
  • Stein Space
  • Meromorphic Convexity

Affiliated Academic Societies

Educational Activity

Course in Charge

  1. 2021, Liberal Arts Education Program1, 2Term, Linear AlgebraI
  2. 2021, Liberal Arts Education Program1, 2Term, Linear AlgebraI
  3. 2021, Liberal Arts Education Program1, 4Term, Linear AlgebraII
  4. 2021, Liberal Arts Education Program1, 4Term, Linear AlgebraII
  5. 2021, Undergraduate Education, 3Term, Seminar in Mathematics I
  6. 2021, Undergraduate Education, 4Term, Seminar in Mathematics II
  7. 2021, Undergraduate Education, 4Term, Function Theory
  8. 2021, Graduate Education (Master's Program) , First Semester, Seminar of Geometric and Algebraic Analysis
  9. 2021, Graduate Education (Master's Program) , Second Semester, Seminar of Geometric and Algebraic Analysis
  10. 2021, Graduate Education (Master's Program) , 2Term, Mathematical Omnibus
  11. 2021, Graduate Education (Master's Program) , Academic Year, Geometric and Algebraic Analysis Seminar
  12. 2021, Graduate Education (Master's Program) , Academic Year, Geometric and Algebraic Analysis Seminar
  13. 2021, Graduate Education (Master's Program) , 1Term, Geometric and Algebraic Analysis A
  14. 2021, Graduate Education (Master's Program) , 2Term, Geometric and Algebraic Analysis B
  15. 2021, Graduate Education (Master's Program) , 3Term, Geometric and Algebraic Analysis C

Research Activities

Academic Papers

  1. Intermediate pseudoconvexity for unramified Riemann domains over C^n, Toyama Mathematical Journal, 40, 17-35, 2019
  2. A topological characterization of the strong disk property on open Riemann surfaces, Kodai Mathematical Journal, 42(3), 587-592, 201910
  3. A characterization of subpluriharmonicity for a function of several complex variables, Bulletin of the Graduate School of Integrated Arts and Sciences, Hiroshima Univ. II, Studies in Environmental Sciences, 14, 1-5, 201912
  4. Strong disk property for domains in open Riemann surfaces, Filomat, 30(7), 1711-1716, 2016
  5. Holomorphic line bundles and Cartier divisors on domains in a Stein orbifold with discrete singularities, Toyama Mathematical Journal,, 36, 15-26, 2014
  6. On Oka's extra-zero problem and examples, MATHEMATISCHE ZEITSCHRIFT, 275(1-2), 79-89, 2013
  7. Open sets which satisfy the Oka-Grauert principle in a Stein space, Annali di Matematica Pura ed Applicata, Ser. 4, 190(4), 703-723, 201112
  8. Meromorphic approximation theorem with respect to a semigroup of holomorphicline bundles in a Stein space, Toyama Mathematical Journal, 32, 41-57, 2009
  9. Meromorphic approximation in a Stein space, Function Spaces in Complex and Clifford Analysis, National University Publishers Hanoi, Hanoi, 100-105, 2008
  10. A method for calculation of marks in scholastic evaluation, Transactions of Mathematical Education for College and University, 15(1), 89-96, 200808
  11. Holomorphic line bundles and divisors on a domain of a Stein manifold, Annali della Scuola Normale Superiore di Pisa, Classe di Scienze, Ser. 5, 6(2), 323-330, 2007
  12. On the class file kumajm.cls for mathematical papers, Bulletin of Kumamoto University School of Health Sciences, 3, 123-136, 200703
  13. Open sets satisfying the strong meromorphic approximation property, Toyama Mathematical Journal, 29, 7-23, 2006
  14. Polynomial convexity and strong disk property, Journal of Mathematical Analysis and Applications, 321(1), 32-36, 200609
  15. Meromorphic approximation theorem in a Stein space, Annali di Matematica Pura ed Applicata, Ser. 4, 184(2), 263-274, 200506
  16. A note on the meromorphic O(X)-convexity, Kumamoto Journal of Mathematics, 18, 17-23, 2005
  17. Holomorphic line bundles on a domain of a two-dimensional Stein manifold, Annales Polonici Mathematici, 83(3), 269-272, 2004
  18. Ramified coverings over a complete Kähler space, Archiv der Mathematik, 83(2), 154-158, 200408
  19. Analytic compactifications of C^2/Z_n, Abhandlungen aus dem Mathematischen Seminar der Universität Hamburg, 74, 223-235, 2004
  20. Remarks on universal functions of O(C^∗), Hiroshima Mathematical Journal, 33(1), 27-30, 2003
  21. Montel domains and equicontinuity domains, Mathematics Journal of Toyama University, 26, 25-34, 2003
  22. On non-normal del Pezzo surfaces, Mathematische Nachrichten, 260(1), 3-13, 200311
  23. A method of solution of inhomogeneous linear differential equations of second order with constant coefficients, Transactions of Mathematical Education for College and University, 9(1), 103-108, 200208
  24. Steinness of the total space of a non-trivial algebraic affine C-bundle on the punctured complex affine plane, Mathematische Nachrichten, 238(1), 16-22, 200205
  25. On the proof of the theorem which gives a criterion for the extremal point of functionsof two variables, Transactions of Mathematical Education for College and University, 8(1), 51-54, 200106
  26. On the meromorphic convexity of normality domains in a Stein manifolds, Manuscripta Mathematica, 103(4), 447-453, 2000
  27. Analytic compactifications of C^2/G, Kyushu Journal of Mathematics, 54(1), 87-101, 200003
  28. Equicontinuity domains and disk property, Complex Variables Theory and Applications, 39(1), 19-25, 1999
  29. Some results on the Steinness of the total space of a holomorphic affine C^r-bundle, Kyushu Journal of Mathematics, 53(2), 395-406, 199909
  30. On the union of 1-convex open sets, Hiroshima Mathematical Journal, 28(1), 139-147, 199803
  31. Holomorphic affine bundles on the complement of an analytic set, Mathematische Zeitschrift, 229(3), 539-546, 1998
  32. On the complete Kählerity of complex spaces, Bulletin of Kyushu Kyoritsu University, Faculty of Engineering, 20, 17-23, 199603
  33. A remark on the 1-convex open covering, The Bulletin of Oshima National College of Maritime Technology, 28, 69-71, 1995
  34. On the line bundle convexity of a totally pseudoconvex open set, Complex Variables Theory and Applications, 26(4), 283-290, 1995
  35. On the complex space which admits a 1-convex open covering, Proceedings of the 5th International Colloquium on Differential Equations, Plovdiv, Bulgaria, August 18-23, 1994, Vol. 1 (D. Bainov and A. Dishliev, eds.), Science Culture Technology Publishing, Singapore, 6-15, 199512
  36. Characterization of pseudoconvexity through the disk property for open sets withC^1 smooth boundaries, The Bulletin of Oshima National College of Maritime Technology, 26, 53-56, 1993
  37. On the Nebenhülle of an open set in a Stein manifold, The Bulletin of Oshima National College of Maritime Technology, 24, 125-129, 1991
  38. GRkansu.BAS (A program for drawing the graphs of functions written by N88-Nihongo BASIC (86) for NEC PC-9800 series), GAKKEN MOOK: Yearbook of New Educational Softwares 1990 (Yamamoto, Y., supervising ed., and Hoshino, M. ed.) Gakushû Kenkyûsha, Tokyo, 168-168, 199009
  39. Domains in a two dimensional Stein space with quotient singularities, The Bulletin of Oshima National College of Maritime Technology, 21, 103-110, 1988
  40. Conditions for the Steinness of a complex manifold, The Bulletin of Oshima National College of Maritime Technology, 19, 73-79, 1986
  41. Tube domains over C^n, Memoirs of the Faculty of Science, Kyushu University. Series A, Mathematics, 39(2), 253-259, 198508
  42. Normality domains for families of holomorphic maps into a complex Lie group, Mathematics Reports Toyama University, 1985
  43. Domains over a K-complete manifold, Memoirs of the Faculty of Science, Kyushu University. Series A, Mathematics, 38(1), 133-140, 198403
  44. Note on the theorem of Cartan-Behnke-Stein, Memoirs of the Faculty of Science, Kyushu University. Series A, Mathematics, 37(1), 57-62, 198303
  45. On the Nebenhülle, Memoirs of the Faculty of Science, Kyushu University. Series A, Mathematics, 36(2), 181-184, 198209

Publications such as books

  1. 2019/03/30, Basic Linear Algebra, 2nd Ed. (in Japanese), Gakujutsu-tosho, 2019, 0330, Textbook, Joint work, Abe, M.; Honda, T.; Shibuya, K., 9784780600179, 978-4780606690
  2. 2018/03/30, Basic Linear Algebra (in Japanese), Gakujutsu-tosho, 2018, 0330, Textbook, Joint work, Abe, M.; Honda, T.; Shibuya, K., 9784780606393
  3. 2016/12/09, Calculus as an introductory subject (in Japanese), Baifûkan, 2016, 1209, Textbook, Joint work, Abe, M.; Iwamoto, C.; Shima, T.; Mukaidani, H., 9784563012076, 231
  4. 2006/04/20, Calculus (in Japanese), Fukurô Shuppan, 2006, 0420, Textbook, Single work, Abe, M., 4861862671, 189
  5. 1999/04/28, An Introduction to Mathematics from the Beginning: Calculus and Linear Algebra (in Japanese), Baifûkan, 1999, 0428, Textbook, Joint work, Abe, M.; Furushima, M.; Mizuta, Y., 4563002690, 206