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 …
ResearchGate
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
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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