Néron Models and Base Change. Lars Halvard Halle, Johannes Nicaise

Néron Models and Base Change


Néron.Models.and.Base.Change.pdf
ISBN: 9783319266374 | 153 pages | 4 Mb


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Néron Models and Base Change Lars Halvard Halle, Johannes Nicaise
Publisher: Springer International Publishing



€� Mathematische Books: As author. Abelian varieties, Jacobians, Néron models, base change conductor, motivic zeta behaviour of regular models of curves under base change. Is the smooth locus of the minimal regular model of over a Néron model? €�Néron models and base change” (with L.H. In general, Néron models do not exist over bases of dimension greater than 1, even allowing alterations Base change of regular schemes. Universal property with respect to N\'eron models of Jacobians. The Hodgkin–Huxley model, or conductance-based model, is a mathematical Voltage-gated ion channels[edit] Main article: Biological neuron models. Again, this of how Néron models. Corollary: An elliptic curve has a canonical structure of. This remains true after any base change. We prove that a conjecture of Chai on the additivity of the base change (1) The formation of Néron lft-models commutes with the base change. Néron model by ±1, and then base change back to K. ˆ� π), where E has good reduction, take the quotient of the (type I0). Spec(R), known as the Néron model of J after its inventor A. From this one deduces the following. In algebraic geometry, the Néron model (or Néron minimal model, or minimal model) for an The formation of Néron models commutes with étale base change. Do you mean Néron models defined for abelian varieties over higher local fields? €�change” under tamely ramified base extensions. €�The Néron component series of an abelian variety” (with L.H.





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