modular curves造句
例句与造句
- The equations defining modular curves are the best-known examples of modular equations.
- Hecke operators may be studied geometrically, as correspondences connecting pairs of modular curves.
- In that sense a modular equation becomes the "'equation of a modular curve " '.
- It is important to note that the classical modular curves are part of the larger theory of modular curves.
- It is important to note that the classical modular curves are part of the larger theory of modular curves.
- It's difficult to find modular curves in a sentence. 用modular curves造句挺难的
- Certain curves had been known to be both elliptic curves ( of Jacobians of modular curves of genus > 1.
- The modular curve " X " ( 7 ) is the Klein quartic of genus 3 with 24 cusps.
- Thus they form a natural higher-dimensional generalization of modular curves viewed as moduli spaces of elliptic curves with level structure.
- The idea goes back to earlier work of Adolf Hurwitz, who treated algebraic correspondences between modular curves which realise some individual Hecke operators.
- This is not the same as a modular curve that happens to be an elliptic curve, and which could be called an elliptic modular curve.
- This is not the same as a modular curve that happens to be an elliptic curve, and which could be called an elliptic modular curve.
- Since the modular group has non-congruence subgroups, it is " not " the conclusion that any such curve is a modular curve.
- He has authored or edited several books, including an exposition on Fermat's Last Theorem as well as a textbook about arithmetic on modular curves.
- It equally brought out the concept, in general, of " Shimura variety "; which is the higher-dimensional equivalent of modular curve.
- The Jacobian of the modular curve can ( up to isogeny ) be written as a product of irreducible Abelian varieties, corresponding to Hecke eigenforms of weight 2.
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