1966
DOI: 10.2307/1970457
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Compactification of Arithmetic Quotients of Bounded Symmetric Domains

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Cited by 575 publications
(739 citation statements)
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“…By Chow's lemma it is then a projective variety. The following theorem is a special case of a general theorem due to Baily and Borel, [8].…”
Section: Compactificationsmentioning
confidence: 97%
See 1 more Smart Citation
“…By Chow's lemma it is then a projective variety. The following theorem is a special case of a general theorem due to Baily and Borel, [8].…”
Section: Compactificationsmentioning
confidence: 97%
“…In principle our database allows for the calculation of the traces of the Hecke operators T (p) with p ≤ 37 on the spaces S j,k for all values j, k. In the cases at hand these numbers tend to be 'smooth', i.e., they are highly composite numbers as we illustrate with the two 1-dimensional spaces S j,k for (j, k) = (8,8) and (12,6) (where the trace equals the eigenvalue of T (p)).…”
mentioning
confidence: 99%
“…4 Hence the singularities of W q × F 3 / α 2 , which result by the exceptional divisor of W q → W q , are locally given by the product of B 1 with a singularity of the type A 3,2 . Now we construct a desingularisation of W × F 3 / α 2 , which is a CMCY family of 3-manifolds.…”
Section: Calabi-yau 3-manifolds Obtained By Quotients Of Degreementioning
confidence: 99%
“…(see [13], 2.1.2. (or [4] for the construction of the structure of a complex variety)) Next one needs the ring of finite adèles 7 , which is given by…”
Section: Theorem 142 (Of Baily and Borel) Let D Be A Bounded Symmementioning
confidence: 99%
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