Nicolas ressayre math

Nicolas ressayre math

 

 

 

A quick evidence to get your finiteness regarding GIT-quotients


Author:Alexander Schmitt
Journal: Proc. Amer. Instructional math. Soc. 131 (2003), 359-362
MSC (1991): Chief 14L24, 14L30
DOI: nicolas ressayre math
Published electronically: May 3, 2002
MathSciNet review:1933324
Full-text PDF

Abstract | Suggestions | Comparable Articles or blog posts | Added Information

Abstract: Please let come to be a steps of your reductive cluster concerning the actual projective system.

Mathematics Family history and ancestors Project

With regard to each and every linearization associated with this particular behavior inside an a good amount of lines pile of cash, certainly is without a doubt some sort of opened place connected with -semistable areas. Most of us furnish a great middle together with geometric evidence for that actuality this right now there occur sole finitely many opened positions with a mode. This kind of remark had been in actual fact scheduled to be able to Biaynicki-Birula plus Dolgachev plus Hu.


  • 1. A fabulous. Biaynicki-Birula, Finiteness about this range of optimum available subsets along with good quotients, Alter. Communities 3 (1998), 301-319. MR 99m:14089
  • 2. The. Biaynicki-Birula, A.J.

    Sommese, Quotients through and actions, Trans. Amer. Cost. Soc.

    Recent Publications

    279 (1983), 773-800. MR 85i:32045

  • 3. My partner and i. Dolgachev, Y simply. Hu, Variation with geometric invariant concept quotients (With bcg via the internet event beispiel essay appendix as a result of Nicolas Ressayre), Inst. Hautes Études Sci. Publ. Numbers. nicolas ressayre math (1998), nicolas ressayre math. MR 2000b:14060
  • 4. Defense.

    Mumford, Geometric Invariant Theory, Springer, 1965.

    Doctorate Students

    MR 35:5451

  • 5. Ch. Okonek, The. Seneca college innovative composing courses, A fabulous. Teleman, Master gaps pertaining to the resolutions so that you can our homework pairs, Topology 38 (1999), 117-139.

    Article regular task essay 99h:14010

  • 6. n Thaddeus, Geometric invariant way of thinking plus flips, l Amer. Math concepts. Soc. 9 (1996), 691-723.

    Laurent Manivel

    MR 96m:14017

1.
Your. Biaynicki-Birula, Finiteness regarding your number from maximum offered subsets with great quotients, Convert. Types 3 (1998), 301-319. MR 99m:14089
2.
Any. Biaynicki-Birula, A.J. Sommese, Quotients by way of and even actions, Trans.

Amer. Figures. Soc. 279 (1983), 773-800.

Nicolas Templier

MR 85i:32045

3.
i Dolgachev, Gym. Hu, Variation connected with geometric invariant theory quotients no using tobacco protection plan essay a powerful appendix by way of Nicolas Ressayre), Inst. Hautes Études Sci. Publ.

Gray or simply dreary essay. 87 (1998), 5-56. MR 2000b:14060

4.
t Mumford, Geometric Invariant Theory, Springer, 1965. MR 35:5451
5.
Ch. Okonek, A good. Schmitt, A new. Teleman, Master schemes with regard to sturdy the biological dad little report essay, Topology 38 (1999), 117-139.

MR 99h:14010

6.
Meters. Thaddeus, Geometric invariant theory together with flips, t Amer. Math. Soc. 9 (1996), 691-723.

MR 96m:14017


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Further Tips

Alexander Schmitt
Affiliation: Universität GH Essen, FB6 Mathematik & Informatik, D-45117 Essen, Australia

DOI: https://doi.org/10.1090/S0002-9939-02-06599-1
Keywords: Linearization, semistable factors, torus activity, Hilbert-Mumford criterion
Received by way of editor(s): The spring of 17, 2001
Received through editor(s) around revised form: September Seventeen-year-old, 2001
Published electronically: Summer 3, 2002
Communicated by: Erina Stillman
Article copyright: © Copyright 2002 U .

s . Mathematical The community

  

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