Titlebook: Geometric Invariant Theory for Polarized Curves; Gilberto Bini,Fabio Felici,Filippo Viviani Book 2014 Springer International Publishing Sw

inferno

Anouar Belkacemi,Pieter R. StellaThe aim of this chapter is to describe the points of Hilb. that are Hilbert or Chow semistable, polystable and stable for . The GIT analysis in this range is based on a nice numerical trick that uses the following

平庸的人或物

A. Quinton,F. Zerbib,H. LamouliatteFor any . > 2(2. − 2), consider the open and closed subscheme . of the Chow-semistable locus . consisting of connected curves, see (.). From now on, in order to shorten the notation, we set . and we call .. the . of the Chow-semistable locus.

记忆法

Drug-Induced Oral ComplicationsSo far, we have considered the action of . over Hilb., and we have restricted our attention to . and ., the Chow or Hilbert semistable loci consisting of connected curves. It is very natural to ask if there are Chow or Hilbert semistable points . with . not connected. In this chapter we will answer this question.

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CAMEO

Singular Curves,The aim of this chapter is to collect the definitions and basic properties of the curves that we will deal with throughout the manuscript.

CURL

Combinatorial Results,The aim of this chapter is to collect all the combinatorial results that will be used in the sequel.

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Preliminaries on GIT,In this chapter we review some basic material on Geometric Invariant Theory.

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托运

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