Mori, Izuru - Department of Mathematics, Shizuoka University, Japan

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Mori, Izuru - Department of Mathematics, Shizuoka University, Japan

QUANTUM RULED SURFACES DEFINED BY QUIVERS Abstract. There have been two major achievements in noncommutative alge-
ASYMMETRY OF EXT-GROUPS Dedicated to Luchezar Avramov on his 60th birthday
INTERSECTION THEORY OVER QUANTUM RULED Abstract. In this paper, we will extend several results on intersection theory
AN INTRODUCTION TO NONCOMMUTATIVE ALGEBRAIC Abstract. Since classification of low dimensional projective varieties has been active
SYMMETRY IN THE VANISHING OF EXT-GROUPS Abstract. In this note, we will find a class of rings R satisfying the following property
Structures of AS-regular Algebras Hiroyuki Minamoto
B-CONSTRUCTION AND C-CONSTRUCTION Abstract. B-construction is a way of obtaining a graded algebra from the
Izuru Mori Curriculum Vitae 1 Date of Birth
The Structure of AS-Gorenstein Algebras Hiroyuki Minamoto
GRADED MORITA EQUIVALENCES FOR GEOMETRIC AS-REGULAR ALGEBRAS
Classification Problems in Noncommutative Alge-braic Geometry and Representation Theory
B-CONSTRUCTION AND C-CONSTRUCTION Abstract. B-construction is a way of obtaining a graded algebra from the
March 17, 2008 16:53 WSPC -Proceedings Trim Size: 9in x 6in ppsrrs2 On the Classification of Decomposable Quantum Ruled Surfaces
CO-POINT MODULES OVER FROBENIUS KOSZUL ALGEBRAS Abstract. Let A be a Frobenius Koszul algebra such that its Koszul dual
SYMMETRY IN THE VANISHING OF EXT OVER STABLY SYMMETRIC ALGEBRAS
QUANTUM RULED SURFACES Abstract. One of the main projects in noncommutative algebraic geometry
AN INTRODUCTION TO NONCOMMUTATIVE ALGEBRAIC Abstract. There are several research fields called noncommutative algebraic geome-
SOME APPLICATIONS OF KOSZUL DUALITY Abstract. In this paper, we will discuss some applications of Koszul duality for a con-
CO-POINT MODULES OVER KOSZUL ALGEBRAS Abstract. Let A be a graded algebra finitely generated in degree 1 over a
SERRE DUALITY FOR NONCOMMUTATIVE ALGEBRAS Abstract. One of the major projects in noncommutative algebraic geometry