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Fine compactified jacobians of reduced curves

WebJun 1, 2012 · To every reduced (projective) curve X with planar singularities one can associate, following E. Esteves, many fine compactified Jacobians, depending on the choice of a polarization on X, which are ... WebarXiv:1406.2299v1 [math.AG] 9 Jun 2014 FINE COMPACTIFIED JACOBIANS OF REDUCED CURVES MARGARIDA MELO, ANTONIO RAPAGNETTA, FILIPPO VIVIANI …

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WebApr 8, 2024 · To every singular reduced projective curve X one can associate, following Esteves, many fine compactified Jacobians, depending on the choice of a polarization on X , each of which yields a modular compactification of a disjoint union of the generalized Jacobian of X . We prove that, for a reduced curve with locally planar singularities, the ... WebTo every singular reduced projective curve X one can associate, following E. Esteves, many fine compactified Jacobians, depending on the choice of a polarization on X, each of which yields a modular compactification of a disjoint union of the generalized Jacobian of X. We prove that, for a reduced curve with locally planar singularities, the integral (or … smallcase app for pc https://boxh.net

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WebN'Style Atlanta host Skye Brooks interviews Dr Jimerson aka Dr. J Curves of Atlanta's Advanced Plastic Surgery Solutions about the Brazilian Butt Lift and th... WebJul 31, 2012 · Abstract. To every singular reduced projective curve one can associate, following E. Esteves, many fine compactified Jacobians, depending on the choice of a polarization, each of which yields a ... WebAug 27, 2016 · Namely, using our Theorem 2.6, we give an alternative proof of Theorem A in : if X is a reduced curve with locally planar singularities, the integral functor defined by a Poincaré sheaf from the derived category of the generalized Jacobian of X (in general, a non-projective scheme) to the derived category of any fine compactified Jacobian of X ... small case app review

Fine compactified Jacobians of reduced curves

Category:Fine compactified Jacobians of reduced curves

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Fine compactified jacobians of reduced curves

Relative compactified Jacobiansof linear systemson Enriques …

WebFine compactified Jacobians of reduced curves HTML articles powered by AMS MathViewer by Margarida Melo, Antonio Rapagnetta and Filippo Viviani PDF Trans. Amer. Math. Soc. 369 ... Eduardo Esteves, Compactified Jacobians of curves with spine decompositions, Geom. Dedicata 139 (2009), 167–181. WebJan 21, 2010 · Fine compactified Jacobians of reduced curves Margarida Melo, A. Rapagnetta, Filippo Viviani Mathematics 2014 To every singular reduced projective …

Fine compactified jacobians of reduced curves

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WebIt is worth noticing that, in the case of reduced but not irreducible spectral curves, the compactified Jacobians appearing as fibers of the Hitchin fibration turn out to be fine …

http://export.arxiv.org/abs/1406.2299 Web· fine compactified jacobians of reduced curves 5343 criterion Alinaia Mendes Costa R.A 7083552872 Adriana Alves R.A 7297612301 Bianca Laudelina R.A 7479687847 Carla Lourenço da Silva R.A 7242 586960 Kellen Barbosa.

WebJun 9, 2014 · We study universal fine compactified Jacobians, which are relative fine compactified Jacobians over the semiuniversal deformation space of the curve X. … Web4 jacobians.pdf. 18 pages. 4_ScrewTheorySlides.pdf Georgia Institute Of Technology Robotics ME 6407 - Spring 2014 Register Now 4_ScrewTheorySlides.pdf. 19 pages. 2 …

WebFine compactified Jacobians of reduced curves. M Melo, A Rapagnetta, F Viviani. Transactions of the American Mathematical Society 369 (8), 5341-5402, 2024. 35: 2024: Tropical Teichmüller and Siegel spaces. M Chan, M Melo, F Viviani. Algebraic and combinatorial aspects of tropical geometry 589, 45-85, 2013. 33:

WebRELATIVE COMPACTIFIED JACOBIANS OF LINEAR SYSTEMS ON ENRIQUES SURFACES GIULIASACCA` Abstract. We study certain moduli spaces of sheaves on Enriques surfaces, therebyobtaining,ineveryodddimension,newexamplesofCalabi–Yaumani- ... Let Γ be a reduced locally planar curve of genus g, small case as for sewing items crosswordWebFINE COMPACTIFIED JACOBIANS OF REDUCED CURVES 5343 criterion of properness (see Fact 2.2). Clearly, J X admits a decomposition into a disjoint union J X = χ∈Z J χ … smallcase angel oneWebTo every singular reduced projective curve X one can associate many fine compactified Jacobians, depending on the choice of a polarization on X, each of which yields a modular compactification of a disjoint union of the generalized Jacobian of X. We investigate the geometric properties of fine compactified Jacobians focusing on curves having locally … small case alphabet lettersWebTo every singular reduced projective curve X one can associate many fine compactified Jacobians, depending on the choice of a polarization on X, each of which yields a … somerset greenways chennai addresshttp://www.dot.ga.gov/partnersmart/designmanuals/encroachment/driveway.pdf small case angel brokingWebIn this paper we describe compactifications of the universal Jacobian stack of line bundles over smooth curves obtained by considering open substacks of the moduli stack of torsion-free rank-1 simple sheaves on reduced curves of given genus. The results we describe are mostly expository and based on Altman–Kleiman and Esteves constructions of … smallcase axis directWebTo every singular reduced projective curve X one can associate, following E. Esteves, many fine compactified Jacobians, depending on the choice of a polarization on X, each of which yields a modular compactification of a disjoint union of the generalized Jacobian of X. We prove that, for a reduced curve with locally planar singularities, the Fourier-Mukai … somerset greenways chennai