Abstract

Let () denote the space of basepoint-preserving conjugation-equivariant holomorphic maps of degree k from to . A map f ; is said to be full if its image does not lie in any proper projective subspace of . Let denote the subspace of consisting offull maps. In this paper we determine for all primes p.㜊谀Ѐ㌸㠻⤀䍯浭敲捥Ⱐ捯浭畮楣慴楯湳…⁴牡湳灯牴慴楯渀

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