Monogenic modular forms in two and several real and complex vector variables
In this paper the author deals with monogenic and \(k\)-mogenic Clifford-valued automorphic forms in two and several vector variables. He focuses on the construction of several families of Eisenstein and Poincaré series within the setting of this function theory. The functions that are constructed in this paper provide non-trivial examples for generalizations of the classical Hilbert modular forms with the framework of real and complex Clifford analysis.
scientific article; zbMATH DE number 2103469
scientific article