Ideals in Group Algebras of Finitely Generated FC-Nilpotent Discrete Groups.
Idéaux primitifs et opérateurs compacts
Idempotents and the multiplicative group of some totally bounded rings
In this paper, we extend some results of D. Dolzan on finite rings to profinite rings, a complete classification of profinite commutative rings with a monothetic group of units is given. We also prove the metrizability of commutative profinite rings with monothetic group of units and without nonzero Boolean ideals. Using a property of Mersenne numbers, we construct a family of power commutative non-isomorphic profinite semiprimitive rings with monothetic group of units.
Image d'un homomorphisme et flot des poids d'une relation d'Équivalence mesurée.
Implementation canonique pour les co-actions d'un groupe localement compact et les systèmes dynamiques generalises.
Induced and amenable ergodic actions of Lie groups
Induced C*-Algebras and a Symmetric Imprimitivity Theorem.
Induced representations and classification for and
Induced representations and duality results for commutative hypergroups.
Induced Representations and Hypergroup Homomorphisms.
Induced representations of completely solvable Lie groups
Induced representations of groupoid crossed products.
Induced representations of hypergroups.
Induction and restriction as adjoint functors on representations of locally compact groups.
Induction from a normal nilpotent subgroup
Inductive extreme non-Arens regularity of the Fourier algebra A(G)
Let G be a non-discrete locally compact group, A(G) the Fourier algebra of G, VN(G) the von Neumann algebra generated by the left regular representation of G which is identified with A(G)*, and WAP(Ĝ) the space of all weakly almost periodic functionals on A(G). We show that there exists a directed family ℋ of open subgroups of G such that: (1) for each H ∈ ℋ, A(H) is extremely non-Arens regular; (2) and ; (3) and it is a WAP-strong inductive union in the sense that the unions in (2) are strongly...
Infinite ergodic index -actions in infinite measure
We construct infinite measure preserving and nonsingular rank one -actions. The first example is ergodic infinite measure preserving but with nonergodic, infinite conservative index, basis transformations; in this case we exhibit sets of increasing finite and infinite measure which are properly exhaustive and weakly wandering. The next examples are staircase rank one infinite measure preserving -actions; for these we show that the individual basis transformations have conservative ergodic Cartesian...
Inner one-parameter groups acting on a factor.
Integrable group actions on von Neumann algebras.
Integral operators in the theory of induced Banach representations. II: The bundle approach.