منابع مشابه
Factorization of Period Integrals
Let E F be a quadratic extension of number fields. We will denote by _ the non-trivial element of the Galois group of E F and will often write _(z)=z . We will denote by U1 the unitary group in 1 variable. We assume that every Archimedean place of F splits in E. We let H0 be the unitary group for the 3_3 identity matrix. Recall that a cuspidal automorphic representation 6 of GL(3, EA) is said t...
متن کاملTransposition mirror symmetry construction and period integrals
In this note we study several conditions to be imposed on a mirror symmetry candidate to the generic multiquasihomogeneous Calabi-Yau variety defined in the product of the quasihomogeneous projective spaces. We propose several properties for a Calabi-Yau complete intersection variety so that its period integrals can be expressed by means of quasihomogeneous weights of its mirror symmetry candid...
متن کاملThe determinant of the Malliavin matrix and the determinant of the covariance matrix for multiple integrals
A well-known problem in Malliavin calculus concerns the relation between the determinant of the Malliavin matrix of a random vector and the determinant of its covariance matrix. We give an explicit relation between these two determinants for couples of random vectors of multiple integrals. In particular, if the multiple integrals are of the same order and this order is at most 4, we prove that ...
متن کاملRational Period Functions and Cycle Integrals
The existence of such a basis is well-known, and our aim here is to illustrate the effectiveness of using weakly holomorphic forms in providing one. Our main goal is to construct modular integrals for certain rational solutions ψ to (1) for any k ∈ Z made out of indefinite binary quadratic forms. A modular integral for ψ is a periodic function F holomorphic on the upper half-plane H and meromor...
متن کاملevaluation of sadr eminence in safavid period
چکیده: یکی از دوره های مهم تاریخی ایران به لحاظ تأمین استقلال ملی مذهبی و حتی تأثیر آن بر فرهنگ و مذهب ایرانیان، دوره صفویه است. رسمیت دادن و رواج مذهب شیعه توسط شاه اسماعیل اول، یکی از مهمترین اقدامات این دولت محسوب می شود. بنابراین برای اجرای این سیاست، وی منصب صدارت را به عنوان منصبی مذهبی- حکو متی ایجاد کرد .این منصب از دوره ی تیموریان ایجاد شده بود ولی در اواخر این دوره اهمیت بیشتری یافت...
15 صفحه اولذخیره در منابع من
با ذخیره ی این منبع در منابع من، دسترسی به آن را برای استفاده های بعدی آسان تر کنید
ژورنال
عنوان ژورنال: Journal of the American Mathematical Society
سال: 1997
ISSN: 0894-0347,1088-6834
DOI: 10.1090/s0894-0347-97-00243-9