By Hiroaki Hikikata,Hiroaki Hijikata,Heisuke Hironaka,Masaki Maruyama

Algebraic Geometry and Commutative Algebra in Honor of Masayoshi Nagata provides a set of papers on algebraic geometry and commutative algebra in honor of Masayoshi Nagata for his major contributions to commutative algebra. themes lined diversity from Weierstrass types and endomorphism algebras of abelian types to the customary Torelli theorem for hypersurfaces in compact irreducible hermitian symmetric areas. Coarse moduli areas for curves also are mentioned, besides discriminants of curves of genus 2 and mathematics surfaces.

Comprised of 14 chapters, this quantity starts via describing a simple fibration as a Weierstrass version, with emphasis on elliptic threefolds with a bit. The reader is then brought to canonical bundles of analytic surfaces of sophistication VII0 with curves; Lifting challenge on ideal-adically entire noetherian earrings; and the canonical ring of a curve. next chapters take care of algebraic surfaces for normal platforms of weights; simple variations of algebraic vector bundles; the irreducibility of the 1st differential equation of Painlevé; and F-pure general jewelry of measurement . The ebook concludes with an overview of the life of a few curves.

This monograph could be an invaluable source for practitioners and researchers in algebra and geometry.

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Algebraic Geometry and Commutative Algebra: In Honor of Masayoshi Nagata: 2 by Hiroaki Hikikata,Hiroaki Hijikata,Heisuke Hironaka,Masaki Maruyama

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