cusp form造句
例句與造句
- Twelve is the smallest weight for which a cusp form exists.
- For the case of cusp forms, each Hecke eigenform ( newform ) corresponds to a cuspidal representation.
- So, the definition amounts to saying that a cusp form is a modular form that vanishes at a cusp.
- But in the field, cusps form a regular pattern almost instantly and they all appear at the same time.
- Let f be a holomorphic cusp form with weight ( 2k + 1 ) / 2 and character \ chi.
- It's difficult to find cusp form in a sentence. 用cusp form造句挺難的
- This is almost possible and leads to a description of all automorphic forms in terms of these constructs and cusp forms.
- In the case of that " f " is not a cusp form, the eigenvalues can be given explicitly.
- The Hecke algebra of Hecke operators acting on the cusp form ? is just isomorphic to "'Z " '.
- used Hecke operators on modular forms in a paper on the special cusp form of Ramanujan, ahead of the general theory given by.
- The three cusps form a right angle with each other at the protoconid, so that the trigonid is described as " open ".
- As the liquid cusps form ever sharper cones due to the action of the electric field, the local electric field strength near these cusps intensifies.
- In the case treated by Mordell, the space of cusp forms of weight 12 with respect to the full modular group is one-dimensional.
- When the group is the general linear group \ operatorname { GL } _ 2, the cuspidal representations are directly related to cusp forms and Maass forms.
- The curve obtained by finding the corresponding cusp form, and then constructing a curve from it, is isogenous to the original curve ( but not, in general, isomorphic to it ).
- In 1998 he proved with Rainer Weissauer and Richard Borcherds the existence of a Siegel cusp form of degree 12 and weight 12 using the theta series associated with the 24 Niemeier lattices of dimension 24.
更多例句: 下一頁