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  1. Bulletin of the Brazilian Mathematical Society
  2. Bulletin of the Brazilian Mathematical Society : Volume 41
  3. Bulletin of the Brazilian Mathematical Society : Volume 41, Issue 3, September 2010
  4. Torsion-free sheaves on nodal curves and triples
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Bulletin of the Brazilian Mathematical Society : Volume 48
Bulletin of the Brazilian Mathematical Society : Volume 47
Bulletin of the Brazilian Mathematical Society : Volume 46
Bulletin of the Brazilian Mathematical Society : Volume 45
Bulletin of the Brazilian Mathematical Society : Volume 44
Bulletin of the Brazilian Mathematical Society : Volume 43
Bulletin of the Brazilian Mathematical Society : Volume 42
Bulletin of the Brazilian Mathematical Society : Volume 41
Bulletin of the Brazilian Mathematical Society : Volume 41, Issue 4, December 2010
Bulletin of the Brazilian Mathematical Society : Volume 41, Issue 3, September 2010
Weak KAM methods and ergodic optimal problems for countable Markov shifts
Complete foliations of space forms by hypersurfaces
On a characterization of analytic compactifications for ℂ* × ℂ*
Hölder norm estimate for the Hilbert transform in Clifford analysis
A note on Iwasawa µ-invariants of elliptic curves
On the deformation theory of Calabi-Yau structures in strongly pseudo-convex manifolds
Torsion-free sheaves on nodal curves and triples
Zeta measures and Thermodynamic Formalism for temperature zero
Bulletin of the Brazilian Mathematical Society : Volume 41, Issue 2, June 2010
Bulletin of the Brazilian Mathematical Society : Volume 41, Issue 1, March 2010
Bulletin of the Brazilian Mathematical Society : Volume 40
Bulletin of the Brazilian Mathematical Society : Volume 39
Bulletin of the Brazilian Mathematical Society : Volume 38
Bulletin of the Brazilian Mathematical Society : Volume 37
Bulletin of the Brazilian Mathematical Society : Volume 36
Bulletin of the Brazilian Mathematical Society : Volume 35
Bulletin of the Brazilian Mathematical Society : Volume 34
Bulletin of the Brazilian Mathematical Society : Volume 33
Bulletin of the Brazilian Mathematical Society : Volume 32
Bulletin of the Brazilian Mathematical Society : Volume 31
Bulletin of the Brazilian Mathematical Society : Volume 30
Bulletin of the Brazilian Mathematical Society : Volume 29
Bulletin of the Brazilian Mathematical Society : Volume 28

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Torsion-free sheaves on nodal curves and triples

Content Provider Springer Nature Link
Author Lange, H. Ribeiro, F. A. Avritzer, D.
Copyright Year 2010
Abstract Let X be a reduced irreducible curve with at most nodes as singularities with normalization π: $$ \tilde X $$ → X. We study the description of torsion free sheaves on X in terms of vector bundles with an additional structure on $$ \tilde X $$ which was introduced by Seshadri.
Ending Page 447
Page Count 27
Starting Page 421
File Format PDF
ISSN 16787544
e-ISSN 16787714
Journal Bulletin of the Brazilian Mathematical Society
Issue Number 3
Volume Number 41
Language English
Publisher Springer-Verlag
Publisher Date 2010-09-01
Publisher Place Berlin, Heidelberg
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword moduli vector bundles Theoretical, Mathematical and Computational Physics torsion-free sheaves Vector bundles on curves and their moduli Mathematics Sheaves, derived categories of sheaves and related constructions
Content Type Text
Resource Type Article
Subject Mathematics
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