Terasoma, Tomohide - Graduate School of Mathematical Sciences, University of Tokyo

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Terasoma, Tomohide - Graduate School of Mathematical Sciences, University of Tokyo

Variety of lines Main theorem Kummer coverings Precise statement Proof Singularities Lines in Fermat hypersurface and M0,n
BOYARSKI PRINCIPLE FOR DMODULES AND LOESER'S CONJECTURE.
RATIONAL CONVEX CONES AND CYCLOTOMIC MULTIPLE ZETA VALUES
FUNDAMENTAL GROUPS OF MODULI SPACES OF HYPERPLANE CONFIGURATIONS
(2) GT-admissible variety cohomology Grothendieck-
MONODROMY WEIGHT FILTRATION IS INDEPENDENT OF l Tomohide Terasoma
motif elliptic motif elliptic motif
Motivic relative completion Tomohide TERASOMA (with R.Hain, M.Matsumoto,
FUNDAMENTAL GROUPS OF MODULI SPACES OF HYPERPLANE CONFIGURATIONS
BOYARSKI PRINCIPLE FOR D-MODULES AND LOESER'S CONJECTURE.
HIGHER DIMENSIONAL ALGEBRAIC GEOMETRY ECHIGO YUZAWA, DECEMBER 11-15, 2006
(1) We showed that abelian category of every-where unramified mixed Tate motif over ratio-
(1) Goncharov polylog complex mo-Beilinson-Deligne
A NOTE ON GTADMISSIBLE VARIETIES TOMOHIDE TERASOMA
DEGENERATION OF CURVES AND ANALYTIC DEFORMATIONS
DEGENERATION OF CURVES AND ANALYTIC DEFORMATIONS
MIXED HODGE STRUCTURES AND GALOIS STRYCTURES OF FUNDAMENTAL GROUPS
MIXED HODGE STRUCTURES AND GALOIS STRYCTURES OF FUNDAMENTAL GROUPS
FUNDAMENTAL GROUPS OF MODULI SPACES OF HYPERPLANE CONFIGURATIONS
RATIONAL CONVEX CONES AND CYCLOTOMIC MULTIPLE ZETA VALUES
We study the generators and relations of the Hopf algebra assicated to mixed elliptic mo-
HODGE AND TATE CONJECTURES FOR HYPERGEOMETRIC SHEAVES
Schreier DGA Artin-Schreier DGA Fp
MONODROMY WEIGHT FILTRATION IS INDEPENDENT OF l Tomohide Terasoma
A NOTE ON GT-ADMISSIBLE VARIETIES TOMOHIDE TERASOMA
K. Matsumoto (Hokkaido Univ.) Sep. 5, 2011