DOIAbstract
AbstractWe extend the theorem of Cowling and Haagerup on limits of K-invariant matrix coefficients at approach to the identity, to arbitrary matrix coefficients
AbstractWe extend the theorem of Cowling and Haagerup on limits of K-invariant matrix coefficients at approach to the identity, to arbitrary matrix coefficients
We show that the Wiener Tauberian property holds for the Heisenberg Motion group Tn⊲<Hn. T...
We show that the Wiener Tauberian property holds for the Heisenberg Motion group Tn⊲<Hn. T...
AbstractIrreducible representations of the convolution algebraM(Hn) of bounded regular complex Borel...
AbstractFor a linear semisimple Lie group with a compact Cartan subgroup, the authors obtain formula...
AbstractWe extend the theorem of Cowling and Haagerup on limits of K-invariant matrix coefficients a...
In the spirit of an earlier result of M\"uller on the Heisenberg group we prove a restriction theore...
AbstractWe work on a general nilpotent Lie groupG=G1⊕G2⊕…⊕Gr,where r⩾1 and G(k)=⊕j=kr is the descend...
AbstractIn the spirit of an earlier result of D. Müller on the Heisenberg group we prove a restricti...
This article has been retracted at the request of the Editor-in-Chief. Please see Elsevier Policy on...
AbstractLetUbe a continuous representation of a Lie groupGon a Banach space X anda1, …, ad′an algebr...
In this note we announce L (p) multiplier theorems for invariant and noninvariant operators on compa...
In this note we announce L (p) multiplier theorems for invariant and noninvariant operators on compa...
AbstractIt is proved that if a group of unitary operators and a local semigroup of isometries satisf...
In this thesis, we examine two different problems : the first is to study the unitary representation...
In this thesis, we examine two different problems : the first is to study the unitary representation...
We show that the Wiener Tauberian property holds for the Heisenberg Motion group Tn⊲<Hn. T...
We show that the Wiener Tauberian property holds for the Heisenberg Motion group Tn⊲<Hn. T...
AbstractIrreducible representations of the convolution algebraM(Hn) of bounded regular complex Borel...
AbstractFor a linear semisimple Lie group with a compact Cartan subgroup, the authors obtain formula...
AbstractWe extend the theorem of Cowling and Haagerup on limits of K-invariant matrix coefficients a...
In the spirit of an earlier result of M\"uller on the Heisenberg group we prove a restriction theore...
AbstractWe work on a general nilpotent Lie groupG=G1⊕G2⊕…⊕Gr,where r⩾1 and G(k)=⊕j=kr is the descend...
AbstractIn the spirit of an earlier result of D. Müller on the Heisenberg group we prove a restricti...
This article has been retracted at the request of the Editor-in-Chief. Please see Elsevier Policy on...
AbstractLetUbe a continuous representation of a Lie groupGon a Banach space X anda1, …, ad′an algebr...
In this note we announce L (p) multiplier theorems for invariant and noninvariant operators on compa...
In this note we announce L (p) multiplier theorems for invariant and noninvariant operators on compa...
AbstractIt is proved that if a group of unitary operators and a local semigroup of isometries satisf...
In this thesis, we examine two different problems : the first is to study the unitary representation...
In this thesis, we examine two different problems : the first is to study the unitary representation...
We show that the Wiener Tauberian property holds for the Heisenberg Motion group Tn⊲<Hn. T...
We show that the Wiener Tauberian property holds for the Heisenberg Motion group Tn⊲<Hn. T...
AbstractIrreducible representations of the convolution algebraM(Hn) of bounded regular complex Borel...
Add to ORKG