Quaternion H-type group and differential operator △λ
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摘要:
We study the relations between the quaternion H-type group and the boundary of the unit ball on the two-dimensional quaternionic space.The orthogonal projection of the space of square integrable functions defined on quaternion H-type group into its subspace of boundary values of q-holomorphic functions is considered.The precise form of Cauchy-Szego kernel and the orthogonal projection operator is obtained.The fundamental solution for the operator △λ is found.