The Maaß-Space on the Half-Space of Quaternions of Degree 2.
The Maaß spaces on the Hermitian half-space of degree 2.
Koecher-Maaß-Series for Modular Forms of Quaternions.
The singular modular forms on the 27-dimensional exceptional domain.
The Maaß Space and Hecke Operators.
A Dirichlet series for modular forms of degree n
Primitive minima of positive definite quadratic forms
The main purpose of the reduction theory is to construct a fundamental domain of the unimodular group acting discontinuously on the space of positive definite quadratic forms. This fundamental domain is for example used in the theory of automorphic forms for GLₙ (cf. [11]) or in the theory of Siegel modular forms (cf. [1], [4]). There are several ways of reduction, which are usually based on various minima of the quadratic form, e.g. the Korkin-Zolotarev method (cf. [10], [3]), Venkov's method...
The Maap space on the half-plane of Cayley numbers of degree two.
Theta correspondence for Eisenstein series.
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