Abstract
Given a prime number p and the Galois orbit O(x) of an element x of ℂ p , the topological completion of the algebraic closure of the field of p-adic numbers, we are interested in the representation results for equivariant rigid analytic functions defined on ℙ1(ℂ p ) \ O(x) with values in ℂ p that vanishes at ∞.
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