e/Shimura variety

Information
has gloss	eng: In mathematics, a Shimura variety is an analogue of a modular curve, and is (roughly) a quotient of an Hermitian symmetric space by a congruence subgroup of an algebraic group. The simplest example is the quotient of the upper half-plane by SL2(Z). The term Shimura variety applies to the higher-dimensional case, in the case of one-dimensional varieties one speaks of Shimura curves.
lexicalization	eng: Shimura variety
instance of	e/Automorphic form

Meaning
Japanese
lexicalization	jpn: 志村多様体
Chinese
has gloss	zho: 在數學中的代數幾何與數論領域，志村簇是一類特殊的代數簇，可視之為模曲線在高維度的類推。粗略地說，志村簇乃是埃爾米特對稱空間對某個代數群之同餘子群的商；最簡單的例子是上半平面對 \mathrmSL}_2(\Z) 的商。一維的志村簇有時也被稱為志村曲線。
lexicalization	zho: 志村簇