Add to ORKGAbstract. In this paper we decompose the residual spectrum sup-ported in the minimal parabolic subgroup of an inner form of the split group SO8. The approach is the Langlands spectral theory. However, since the group is non–quasi–split, it is out of the scope of the Langlands–Shahidi method and the new technique for the normalization of standard intertwin-ing operators is developed. The decomposition shows interesting parts of the residual spectrum not appearing in the case of quasi–split groups
AbstractTextWe consider the Fourier expansions of automorphic forms on general Lie groups, with a pa...
Sp(n) is the group of the quaternionic linear automorphisms acting from the left on a right quaterni...
The theory of quaternionic operators has applications in several different fields, such as quantum m...
In this paper we decompose the residual spectrum supported in the minimal parabolic subgroup of an i...
Let G be the unitary group of the hyperbolic hermitian space with rank two over a quaternion divisio...
We completely determine the residual automorphic repre-sentations coming from the torus of odd ortho...
MI: Global COE Program Education-and-Research Hub for Mathematics-for-IndustryグローバルCOEプログラム「マス･フォア･イ...
AbstractIt is known that the problem of classifying the irreducible unitary representations of a lin...
AbstractWe study the decomposition of the space L2(Sn−1) under the actions of the complex and quater...
AbstractWe present a proof of that SO3(Q) is not a simple group, using a quaternion cover for SO3(Q)...
Abstract. We determine the poles of the standard intertwining operators for a maximal parabolic sub-...
The subject of this monograph is the quaternionic spectral theory based on the notion of S-spectrum....
This paper serves two purposes, by adopting the classical Casselman-Tadic\u27s Jacquet module machin...
In this article, we prove two versions of the spectral theorem for quaternionic compact normal opera...
In the first part of the thesis a statement of Böcherer and Kohnen (2016) about the growth of Fourie...
AbstractTextWe consider the Fourier expansions of automorphic forms on general Lie groups, with a pa...
Sp(n) is the group of the quaternionic linear automorphisms acting from the left on a right quaterni...
The theory of quaternionic operators has applications in several different fields, such as quantum m...
In this paper we decompose the residual spectrum supported in the minimal parabolic subgroup of an i...
Let G be the unitary group of the hyperbolic hermitian space with rank two over a quaternion divisio...
We completely determine the residual automorphic repre-sentations coming from the torus of odd ortho...
MI: Global COE Program Education-and-Research Hub for Mathematics-for-IndustryグローバルCOEプログラム「マス･フォア･イ...
AbstractIt is known that the problem of classifying the irreducible unitary representations of a lin...
AbstractWe study the decomposition of the space L2(Sn−1) under the actions of the complex and quater...
AbstractWe present a proof of that SO3(Q) is not a simple group, using a quaternion cover for SO3(Q)...
Abstract. We determine the poles of the standard intertwining operators for a maximal parabolic sub-...
The subject of this monograph is the quaternionic spectral theory based on the notion of S-spectrum....
This paper serves two purposes, by adopting the classical Casselman-Tadic\u27s Jacquet module machin...
In this article, we prove two versions of the spectral theorem for quaternionic compact normal opera...
In the first part of the thesis a statement of Böcherer and Kohnen (2016) about the growth of Fourie...
AbstractTextWe consider the Fourier expansions of automorphic forms on general Lie groups, with a pa...
Sp(n) is the group of the quaternionic linear automorphisms acting from the left on a right quaterni...
The theory of quaternionic operators has applications in several different fields, such as quantum m...