Hilbert's 14th problem and Cox rings
AM Castravet, J Tevelev - Compositio Mathematica, 2006 - cambridge.org
Our main result is the description of generators of the total coordinate ring of the blow-up of
in any number of points that lie on a rational normal curve. As a corollary we show that the …
in any number of points that lie on a rational normal curve. As a corollary we show that the …
Hilbert's 14th problem and Cox rings
AM Castravet, J Tevelev - Compositio Mathematica, 2006 - search.proquest.com
Our main result is the description of generators of the total coordinate ring of the blow-up of
$\mathbb {P}^ n $ in any number of points that lie on a rational normal curve. As a corollary …
$\mathbb {P}^ n $ in any number of points that lie on a rational normal curve. As a corollary …
Hilbert's 14th Problem and Cox Rings
AM Castravet, J Tevelev - arXiv preprint math/0505337, 2005 - arxiv.org
Our main result is the description of generators of the total coordinate ring of the blow-up of $
P^ n $ in any number of points that lie on a rational normal curve. As a corollary we show …
P^ n $ in any number of points that lie on a rational normal curve. As a corollary we show …
[引用][C] Hilbert's 14th problem and Cox rings
AM Castravet, J Tevelev - Compositio Mathematica, 2006 - cir.nii.ac.jp
[引用][C] Hilbert's 14th problem and Cox rings
AM Castravet, J Tevelev - COMPOSITIO MATHEMATICA, 2006 - scholarworks.umass.edu
"Hilbert's 14th problem and Cox rings" by AM Castravet and J Tevelev Home Search Browse
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[PDF][PDF] Hilbert's 14th problem and Cox rings
AM Castravet, J Tevelev - Compositio Math, 2006 - cambridge.org
Our main result is the description of generators of the total coordinate ring of the blow-up of
Pn in any number of points that lie on a rational normal curve. As a corollary we show that …
Pn in any number of points that lie on a rational normal curve. As a corollary we show that …
[PDF][PDF] HILBERT'S 14-TH PROBLEM AND COX RINGS
ANAM CASTRAVET, J TEVELEV - arXiv preprint math/0505337, 2008 - Citeseer
Our main result is the description of generators of the total coordinate ring of the blow-up of
Pn in any number of points that lie on a rational normal curve. As a corollary we show that …
Pn in any number of points that lie on a rational normal curve. As a corollary we show that …
[PDF][PDF] Hilbert's 14th problem and Cox rings
AM Castravet, J Tevelev - Compositio Math, 2006 - scholar.archive.org
Our main result is the description of generators of the total coordinate ring of the blow-up of
Pn in any number of points that lie on a rational normal curve. As a corollary we show that …
Pn in any number of points that lie on a rational normal curve. As a corollary we show that …
Hilbert's 14th Problem and Cox Rings
AM Castravet, J Tevelev - arXiv Mathematics e-prints, 2005 - ui.adsabs.harvard.edu
Our main result is the description of generators of the total coordinate ring of the blow-up of $
P^ n $ in any number of points that lie on a rational normal curve. As a corollary we show …
P^ n $ in any number of points that lie on a rational normal curve. As a corollary we show …
[PDF][PDF] HILBERT'S 14-TH PROBLEM AND COX RINGS
ANAM CASTRAVET, J TEVELEV - arXiv preprint math/0505337, 2008 - researchgate.net
Our main result is the description of generators of the total coordinate ring of the blow-up of
Pn in any number of points that lie on a rational normal curve. As a corollary we show that …
Pn in any number of points that lie on a rational normal curve. As a corollary we show that …