ON THE HARISH－CHANDRA HOMOMORPHISM FOR THE CHEVALLEY GROUPS OVER P－ADIC FIELD
ON THE HARISH-CHANDRA HOMOMORPHISM FOR THE CHEVALLEY GROUPS OVER P-ADIC FIELD
摘要
The Harish-Chandra homomorphism for the higher congruence spherical functions algebra of Chevalley groups over p-adic fiealds is given in the case of the Levi-component of a (rational)parabolic subgroup. It is a generalization for the Harish-Chandra homomorphism for the higher congurence spherical functions algebra of the groups CLn over p-adic field in the same case.
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