Topological and equidistributional refinement of the Andre-Pink-Zannier conjecture at finitely many places

Richard Rodolphe; Yafaev Andrei

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Topological and equidistributional refinement of the Andre-Pink-Zannier conjecture at finitely many places

机译：有限地许多地方安德烈粉红Zannier猜想的拓扑和平分布式改进

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We present some applications of recent results in homogeneous dynamics to an unlikely intersections problem in Shimura varieties (the Andre-Pink-Zannier conjecture) and its refinements. (C) 2019 Academie des sciences. Published by Elsevier Masson SAS. All rights reserved.

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《Comptes rendus. Mathematique》 |2019年第3期|共5页
作者
Richard Rodolphe; Yafaev Andrei;
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作者单位

Univ Cambridge DPMMS Cambridge England;

UCL Dept Math London England;

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正文语种 eng
中图分类数学;
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1. Topological and equidistributional refinement of the Andre-Pink-Zannier conjecture at finitely many places [J] . Richard Rodolphe, Yafaev Andrei Comptes rendus. Mathematique . 2019,第3期

机译：有限地许多地方安德烈粉红Zannier猜想的拓扑和平分布式改进
2. A topological space is strongly paracompact if and only if for any monotone increasing open cover of it there exists a star-finite open refinement [J] . Qu Han-Zhang Czechoslovak Mathematical Journal . 2008,第2期

机译：当且仅当任何单调递增的开盖存在一个恒星有限开细化时，拓扑空间才是拟紧紧的
3. A topological space is strongly paracompact if and only if for any monotone increasing open cover of it there exists a star-finite open refinement [J] . Han-Zhang Qu Czechoslovak Mathematical Journal . 2008,第2期

机译：当且仅当任何单调递增的开盖存在星型有限开细时，拓扑空间才是拟紧紧的
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5. Refinements of Dade's projective conjecture. [D] . Glesser, Adam M. 2006

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7. New refinements of the McKay conjecture for arbitrary finite groups [O] . Isaacs, I. M., Navarro, G. 2004

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Topological and equidistributional refinement of the Andre-Pink-Zannier conjecture at finitely many places

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