BIPROJECTIVITY AND BIFLATNESS OF LAU PRODUCT OF BANACH ALGEBRAS DEFINED
BY A BANACH ALGEBRA MORPHISM Page 1 Bull. Aust. Math. Soc. 91 (2015), 134–144 …

Let $ G $ be a locally compact group, $ UC (G) $ the space of bounded uniformly continuous
complex functions on $ G,{C_0}(G) $ the subspace of $ UC (G) $ consisting of functions …

Let $ G $ be a locally compact group $ P (G)=\{0\leqq\phi\in {L_1}(G);\int {\phi (x) dx= 1\}} $
and $({l_a} f)(x)={} _af (x)= f (ax) $ for all $ a, x\in G $ and $ f\in {L^\infty}(G). 0\leqq\Psi\in …

We study locally compact quantum groups G and their module maps through a general
Banach algebra approach. As applications, we obtain various characterizations of …

Résumé On étudie l'ensemble E des points extrémaux du simplexe M des moyennes
topologiquement invariantes sur un groupe G localement dénombrable à l'infini, et …

by: (fOg)(<t>) = (fig*<p), (v O f)(4>) = v(fo <p) for all 4>eL\G) and Page 1 PROCEEDINGS OF
THE AMERICAN MATHEMATICAL SOCIETY Volume 41, Number 1, November 1973 THE …

For a non-precompact topological group G, we consider the space C (G) of bounded,
continuous, scalar-valued functions on G with the supremum norm, together with the …

Measurable functionals on function spaces Page 1 ANNALES DE L’INSTITUT FOURIER JP
REUS CHRISTENSEN JK PACHL Measurable functionals on function spaces Annales de l’institut …

For a nondiscrete σ-compact locally compact Hausdorff group G, L∞(G) is a commutative
Banach algebra under pointwise multiplication which has many nonzero proper closed …

Let $ VN (G) $ be the von Neumann algebra generated by the left regular representation of a
locally compact group $ G $, $ A (G) $ the Fourier algebra of $ G $ and $ TIM (\hat G) $ the …