Generalizations of Kloosterman sheaves

来源 :Sino-French Conference on Arithmetic Geometry(中法算术几何会议) | 被引量 : 0次 | 上传用户：fenghuayi

【摘要】

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　　We will construct a large class of local systems on P1 minus two points,which are tame at one puncture and wild at the other.The monodromy of these local sy

【作者】

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Yun Zhiwei

【机构】

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StanfordUniversity

【出处】

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Sino-French Conference on Arithmetic Geometry(中法算术几何会议)

【发表日期】

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2013年6期

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　　We will construct a large class of local systems on P1 minus two points,which are tame at one puncture and wild at the other.The monodromy of these local systems lies in simple Lie groups of all types.The construction is motivated by recent work of Gross-Reeder-Yu,which reveals interesting relationship between representations of p-adic groups and Vinbergs invariant theory.

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Generalizations of Kloosterman sheaves

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