Moments of Measures on Banach Spaces.
Moyennes invariantes s'annulant sur des idéaux
New topological measures on the torus
Recently Entov and Polterovich asked if the Grubb measure was the only symplectic topological measure on the torus. Much to our surprise we discovered a whole new class of intrinsic simple topological measures on the torus, many of which were symplectic.
Nikodým convergence theorem for uniform space valued functions defined on -posets
Non Uniqueness of Invariant Means for Amenable Group Actions.
Non-amenable groups with amenable action and some paradoxical decompositions in the plane
Non-archimedean (uniformly) continuous measures on homogeneous spaces
Non-Archimedean valued quasi-invariant descending at infinity measures.
Nonlinear structures determined by measures on Banach spaces
Non-locally compact Polish groups and two-sided translates of open sets
This paper is devoted to the following question. Suppose that a Polish group G has the property that some non-empty open subset U is covered by finitely many two-sided translates of every other non-empty open subset of G. Is then G necessarily locally compact? Polish groups which do not have the above property are called strongly non-locally compact. We characterize strongly non-locally compact Polish subgroups of in terms of group actions, and prove that certain natural classes of non-locally...
Nonseparable Radon measures and small compact spaces
We investigate the problem if every compact space K carrying a Radon measure of Maharam type κ can be continuously mapped onto the Tikhonov cube (κ being an uncountable cardinal). We show that for κ ≥ cf(κ) ≥ κ this holds if and only if κ is a precaliber of measure algebras. Assuming that there is a family of null sets in such that every perfect set meets one of them, we construct a compact space showing that the answer to the above problem is “no” for κ = ω. We also give alternative proofs...
Nonstandard Integration Theory in Topological Vector Lattices.
Non-uniform integrability and generalized Young measures.
Normal characterizations of lattices.
Normal lattices and coseparation of lattices.
Noyaux absolument mesurables ou basiques et opérateurs nucléaires
On measure for projectors. II
On a Barrelled Space of Class ... and Measure Theory.
On a class of Hausdorff compact and GSG Banach spaces
On a General Theory of Integration Based On Order.