Heights of Kudla–Rapoport divisors and derivatives of $$L$$ L -functions

Heights of Kudla–Rapoport divisors and derivatives of L-functions

We study special cycles on integral models of Shimura varieties associated with unitary similitude groups of signature (n−1, 1). We construct an arithmetic theta lift from harmonic Maass forms of weight 2 − n to the arithmetic Chow group of the integral model of a unitary Shimura variety, by associating to a harmonic Maass form f a linear combination of Kudla– Rapoport divisors, equipped with t...

Heights of Heegner cycles and derivatives of L-series

0. Introduction ................................................................................................................. 99 1. Intersections and heights ............................................................................................. 103 2. Kuga-Sato varieties and CM-cycles ............................................................................117 3. Heights of CM-cyc...

Heegner Divisors, L-functions and Harmonic Weak Maass Forms

Recent works, mostly related to Ramanujan’s mock theta functions, make use of the fact that harmonic weak Maass forms can be combinatorial generating functions. Generalizing works of Waldspurger, Kohnen and Zagier, we prove that such forms also serve as “generating functions” for central values and derivatives of quadratic twists of weight 2 modular L-functions. To obtain these results, we cons...

DERIVATIVES AND L-FUNCTIONS FOR GLn

wuthering heights and the concept of marality/a sociological study of the novel

to discuss my point, i have collected quite a number of articles, anthologies, and books about "wuthering heights" applying various ideas and theories to this fantastic story. hence, i have come to believe that gadamer and jauss are rightful when they claim that "the individaul human mind is the center and origin of all meaning," 3 that reading literature is a reader-oriented activity, that it ...