A rigid local system with monodromy group 2.J_2

Katz Nicholas M.; Rojas-Leon Antonio

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A rigid local system with monodromy group 2.J_2

机译：具有单峰群2.J_2的刚性局部系统

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摘要

We exhibit a rigid local system of rank six on the affine line in characteristic p = 5 whose arithmetic and geometric monodromy groups are the finite group 2.J(2) (J(2) the Hall-Janko sporadic group) in one of its two (Galois-conjugate) irreducible representation of degree six. (C) 2019 Elsevier Inc. All rights reserved.

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《Finite fields and their applications》 |2019年第5期|276-286|共11页
作者
Katz Nicholas M.; Rojas-Leon Antonio;
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作者单位

Princeton Univ, Math, Fine Hall, Princeton, NJ 08544 USA;

Univ Seville, Dept Algebra, C Tarfia S-N, E-41012 Seville, Spain;

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原文格式 PDF
正文语种 eng
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关键词
Monodromy; Exponential sums; Representations of sporadic groups;

机译：单项式;指数和;零星群体的表示;

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专利

1. A rigid local system with monodromy group 2.J_2 [J] . Katz Nicholas M., Rojas-Leon Antonio Finite fields and their applications . 2019,第May期

机译：刚性本地系统，具有单十字群2.J_2
2. Rigid local systems with monodromy group the Conway group Co_2 [J] . Katz Nicholas M., Rojas-Leon Antonio, Tiep Pham Huu International Journal of Number Theory . 2020,第2期

机译：具有硬性组织Conway组Co_2的刚性本地系统
3. Rigid local systems with monodromy group the Conway group Co-3 [J] . Journal of Number Theory . 2020,第期

机译：刚性局部系统，具有单曲线组Conway Group Co-3
4. RIGID GEOMETRY AND THE MONODROMY CONJECTURE [C] . JOHANNES NICAISE, JULIEN SEBAG Singularity School and Conference . 2007

机译：刚性几何和单变态猜想
5. Local-global compatibility and the action of monodromy on nearby cycles [D] . Caraiani, Ana 2012

机译：局部-全局兼容性和单峰对邻近周期的作用
6. Clinical outcome after spinal fusion with a rigid versus a semi-rigid pedicle screw system [O] . B. Dahl, P. Gehrchen, P. Blyme, 1997

机译：刚性与半刚性椎弓根螺钉系统融合后的临床结果
7. Rigid local systems with monodromy group the Conway group Co3 [O] . Nicholas M. Katz, Antonio Rojas-León, Pham Huu Tiep 2020

机译：刚性局部系统，具有单曲线组CO3

A rigid local system with monodromy group 2.J_2

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