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<正>Support points for families of univalent mappings on bounded symmetric domains Hidetaka Hamada & Gabriela Kohr Abstract In this paper, we study some extremal problems for the family Sg0(BX) of normalized univalent mappings with g-parametric representation on the unit ball BX of an n-dimensional JB*-triple X with r≥2, where r is the rank of X and g is a convex(univalent) function on the unit disc U, which satisfies some natural assumptions.
