moduli stack造句
例句與造句
- is schemes flat over the moduli stack of elliptic curves.
- Both moduli stacks carry universal families of curves.
- These coarse moduli spaces were actually studied before the notion of moduli stack was invented.
- studied the Picard group of the moduli stack of elliptic curves, before stacks had been defined.
- These constructions work over the moduli stack of compactification of this moduli stack, in which elliptic curves with nodal singularities are included.
- It's difficult to find moduli stack in a sentence. 用moduli stack造句挺難的
- These constructions work over the moduli stack of compactification of this moduli stack, in which elliptic curves with nodal singularities are included.
- In fact, the idea of a moduli stack was invented by Deligne and Mumford in an attempt to prove the projectivity of the coarse moduli spaces.
- The corresponding moduli stack of smooth formal groups is a quotient of this space by a canonical action of the infinite-dimensional groupoid of coordinate changes.
- One can also enrich the problem by considering the moduli stack of genus " g " nodal curves with " n " marked points.
- Moreover, the conditions are fulfilled in the universal case in the sense that the map from the moduli stack of elliptic curves to the moduli stack of formal groups
- Moreover, the conditions are fulfilled in the universal case in the sense that the map from the moduli stack of elliptic curves to the moduli stack of formal groups
- The moduli stack \ mathcal { M } _ { g } classifies families of smooth projective curves of genus " g ", together with their isomorphisms.
- The result of the discussion was "'Redirect to Moduli stack of elliptic curves "'. Talk 02 : 02, 5 April 2016 ( UTC)
- A case of particular interest is the moduli stack \ overline { \ mathcal { M } } _ { 1, 1 } of genus 1 curves with one marked point.
- TMF is the spectrum that results from the global sections over the moduli stack of smooth curves, and tmf is the spectrum arising as the global sections of the Deligne Mumford compactification.
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