| schema:tocEntry | "CONTENTS / p5 (0006.jp2);CHAPTER I.Cylcic Quotients of 2-dimensional Quasi-Homogeneous Hypersurface Singularities. / p1 (0007.jp2);§I-0.Introduction. / p1 (0007.jp2);§I-1.Preliminalies. / p2 (0008.jp2);§I-2.Weighted dual graph associated to(X/G,π(0)) / p4 (0010.jp2);§1-3.The condition for(X/G,π(0))to be Gorenstein and a formula for pluri-generaδ-m(X/G,π(0)),m≦1. / p11 (0017.jp2);§I-4.Cyclic quotients of simple elliptic singularities[数式]. / p13 (0019.jp2);CHAPTER II.On a Class of Normal Surface Singularities Determined by Weierstrass Pints on Algebraic Curves. / p20 (0026.jp2);§II-O.Introduction. / p20 (0026.jp2);§II-1.Generators and the embedding dimension for R(d,e). / p23 (0029.jp2);§II-2.The denning ideal of R(d,e). / p32 (0038.jp2);§II-3.Complete intersections(when the semi-group is generated by two elements) / p36 (0042.jp2);§II-4.Pin care series of R(d,e). / p47 (0053.jp2)...(more)" |