Танабе Сусуму
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Prof. Dr.
Родился 18.01.1964 в Токио
- степени - Ph.D. in Mathematical Sciences
- должности - профессор
Основные направления научно-исследовательской деятельности:
Эпистемология естественных и гуманитарных наук, неоплатонизм и его влияние на христианство, осмысление роли эллинистической цивилизации в мировом контексте.
Основные монографии или труды или издания или публикации:
- «Психологические аспекты жития Алексия человека Божьего» Вестник БПА №123, 2020, с. 64-100.
- Понятие рода Аристотеля и картезианский метод научного исследования» Тезисы докладов «Аристотелевское наследие как конституирующий элемент европейской рациональности» ИФ РАН, 2017, с. 572-586.
- Quelques exemples d'opérateurs hypoelliptiques à caractérististiques doubles ( Proc. Japan Acad. 65.Ser.A.No.2.1989 pp.31-34).
- Lagrangian variety and the condition for the presence of sharp front of the fundamental solution to Cauchy problem ( Scientific Papers of the College of Arts and Sciences, Univ.Tokyo, Vol.42, No.2(1992), pp.149-159)
- Asymptotic behaviour of fundamental solutions of elliptic operators with order higher than two. ( Hokkaido Mathematical Journal, Vol.XXVIII, No.1, p.1-37(1999))
- On a reconstruction formula for ray transform after discrete imcomplete data given on a line (Proceedings of the International Conference on the Computerized Tomography, Novosibirsk, August 1993, VSP publisher, Amsterdam, pp.363-372).
- A local vanishing theorem for ultradistributions with analytic parameters. (with Takashi Takiguchi) J.Fac.Sci.Univ.Tokyo, Vol.40, No.3,1994, pp.607-621.
- Computing Gauss-Manin systems for complete intersection singularities Sμ (with A.G.Aleksandrov) ( Georgian Mathematical Journal Vol.3, No.5, 1996, pp. 401- 422. ).
- Gauss-Manin connexions, logarithmic forms and hypergeometric functions. (with A.G.Aleksandrov) ( "Proceedings of Pacific Rim Geometry Conference, December 1994 Singapore", Walter de Gruyter, 1997, pp.1-21).
- Connexion de Gauss-Manin associée à la déformation verselle des singularités Aμ et son application au XVIe problème de Hilbert. (Bulletin des Sciences mathématiques, tome 126, no.3,2002, pp.1-36).
- Coordonnées plates de la déformation verselle des singularités isolées d'hypersurface et zéros de l'intégrale d'Abel ( Bulletin des Sciences mathématiques, tome 126, no. 2, 2002, pp. 151-160. )
- Transformée de Mellin des intégrales fibres associées aux singularités isolées d'intersection complète quasihomogènes (Compositio Mathematica}, Vol.130, no.2, 2004, pp. 119-160).
- On geometry of fronts in wave propagations (Geometry and Topology of Caustics-Caustics '98, Banach Center Publications, vol.50, Inst.Math.,Polish Acad.Sci., 1999, p.287-304.)
- Leray's residue formula and hyperbolic Cauchy problem (Annales mathematici polonici vol.LXXIV (2000), p.275-290 )
- Invariant of the hypergeometric group associated to the quantum cohomology of the projective space ( Bulletin des Sciences mathématiques, tome 128,2004, pp.811-827).
- On perturbation of roots of homogeneous algebraic systems, (with M.N.Vrahatis), Mathematics of computation, vol. 75, No. 255, 2006, pp.1383-1402.
- On Horn-Kapranov uniformisation of the discriminantal loci,Advanced Studies in Pure Mathematics, vol. 46, 2007, pp.223-249.
- Logarithmic vector fields and multiplication table, "Singularities in Geometry and Topology", Proceedings of the Trieste Singularity Summer School and Workshop, pp. 749-778, World Scientific, 2007.
- Multiplication table and topology of real hypersurfaces, ( RIMS Kokyuroku. "Recent Topics on Real and Complex Singularities" Vol.1501(2006) pp. 181-194
- Invariants of hypergeometric groups for Calabi-Yau complete intersections in weighted projective spaces (with K.Ueda), Communications in Number Theory and Physics, vol. 7, 2013, pp. 327-359.
- Максимально приводимая монодромия двумерных гипергеометрических систем (с Т. Садыковым) Изв. РАН. Сер. матем., 2016, том 80, выпуск 1, с. 235–280
- Toward Effective Detection of the Bifurcation Locus of Real Polynomial Maps, Foundations of Computational Mathematics (with L. R. G. Dias, Mihai Tibăr ) vol.17,(2017), pp. 837-849.
- On monodromy representation of period integrals associated to an algebraic curve with bi-degree (2,2). Analele Științifice ale Universității Constanța, Seria Matematica vol. 25(1), (2017), pp. 207-231.