Rchr
J-GLOBAL ID：200901026170348840   Update date: Apr. 22, 2020

Affiliation and department：
Job title： H.ProfSci, DDG, IOM
Research field  (4)： Algebra ,  Algebra ,  Algebra ,  Geometry
Research keywords  (3)： p-adic properties ,  Modular Forms ,  Number Theory
Research theme for competitive and other funds  (5)：
• 1998 - 1999 STUDIES ON MODULAR FORMS, NUMBER THEORY AND ALGEBRAIC STRUCTURES
• 1973 - Study on p-adic properties of arithmetic functions
• 1973 - Study on zeta and L functions
• 1973 - Study on Number Theory, Modular Forms and Arithmetic Schemes
• Modular Forms and Number Theory
Papers (149)：
• HATADA Kazuyuki. MR3889557, [Review of Henri Cohen's paper Expansions at cusps and Petersson products in Pari/GP', In: Elliptic integrals, elliptic functions and modular forms in quantum field theory, pp.161-181, Texts Monogr. Symbol. Comput., Springer, Cham, 2019]. Mathematical Reviews Sections Set 1D (Section 11). 2020. 2020year. January. 124-124
• HATADA Kazuyuki. MR3814327, [Review of Sirolli-Tornarias paper An explicit Waldspurger formula for Hilbert modular forms' in Transactions of the American Mathematical Society 370 (2018), 6153-6168 ]. Mathematical Reviews Sections Set 1D (Section 11). 2019. 2019year. April. 73-74
• Kazuyuki HATADA. MR3671430 [Review of A. Saha's paper Hybrid sup-norm bounds for Maass newforms of powerful level', Algebra Number Theory, Vol. 11 (2017), no. 5, pp. 1009-1045]. Mathematical Reviews Sections Set 1D (Section 11). 2018. February. 30-31
• Kazuyuki HATADA. MR3512875 [Review of N. Billerey and R. Menares' paper On the modularity of reducible mod $\ell$ Galois representations', Math. Res. Lett. Vol. 23 (2016), no. 1, pp. 15-41]. Mathematical Reviews Sections Set 1D (Section 11). 2017. November. 29-30
• Kazuyuki HATADA. MR3610690 [Review of J. Newton's paper Level raising for p-adic Hilbert modular forms', J. Theor. Nombres Bordeaux, Vol. 28 (2016), no. 3, pp. 621-653]. Mathematical Reviews Sections Set 1D (Section 11). 2017. September. 56-56
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Books (4)：
• Problems on the n dimensional simplex.
In the volume "Geometry, Analysis and Mechanics" (edited by J. M. Rassias) World Scientific Pub., pp.109-112 1994
• On the reason why the product of two negative integers must be positive.
In the volume "Geometry, Analysis and Mechanics" (edited by J. M. Rassias) World Scientific Pub., pp.113-120 1994
• Homology groups, differential forms and Hecke rings on Siegel modular varieties
In the volume"Topics in Mathematical Analysis" (edited by Th. Rassias), World Scientific Pub., pp.371-409 1989
• Guide for 100 books on Mathematics
Baihukan 1984
Education (4)：
• 1976 - 1979 Graduate School, The University of Tokyo Division of Science Department of Mathematics, Doctor Course
• 1974 - 1976 Graduate School, The University of Tokyo Division of Science Department of Mathematics, Master Course
• 1972 - 1974 The University of Tokyo Faculty of Science Department of Mathematics
• 1970 - 1972 The University of Tokyo Faculty for preparing latter education in the University of Tokyo Rika 1-rui
Professional career (3)：
• Doctor of Science (The University of Tokyo)
• Master of Science (The University of Tokyo)
• Bachelor of Science (The University of Tokyo)
Work history (8)：
• 2017/01 - 現在 IBC (Cambridge, England) Honorary Professor of Science
• 1999/08 - 2017/03 Gifu University Full Professor
• 1999/08 - 2017/03 Gifu University Faculty of Education, Department of Mathematics (Algebra) Full Professor
• 2001 - 2003 Nagoya University Lecturer (part time)
• 1981/04 - 1999/07 Gifu University Faculty of Education, Department of Mathematics (Algebra and Gometry) associate Professor
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Awards (7)：
• 2017/10 - Marquis Who's Who (New Jersey, USA) Albert Nelson Marquis Lifetime Achievement Award To: Mathematician Kazuyuki HATADA
• 2017/05 - IBC (Cambridge, England) International Scientist of the 2017
• 2017/02 - IBC (Cambridge, England) Top 100 Scientists
• 2017/01 - IBC (Cambridge, England) Honorary Professor of Science Honorary Professor of Science
• 2016/12 - IBC (Cambridge, England) World Leader of the Sciences -2016-
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