On the p-drop theorem, 1 ≤ p ≤∞.
On the periodic KdV equation in weighted Sobolev spaces
On the Permanence of the Hahn-Banach Property in Bornology
On the points of multivaluedness of metric projections in separable Banach spaces
On the points of multivaluedness of monotone operators
On the pointwise multiplication in Besov and Lizorkin-Triebel spaces.
On the positive absolutely summing operators on the space Lp(μ,X).
On the positive projection constant
On the positivity of the unit element in a normed lattice ordered algebra
On the powers of Voiculescu's circular element
The main result of the paper is that for a circular element c in a C*-probability space, is an R-diagonal pair in the sense of Nica and Speicher for every n = 1,2,... The coefficients of the R-series are found to be the generalized Catalan numbers of parameter n-1.
On the precise asymptotics of the constant in Friedrich's inequality for functions vanishing on the part of the boundary with microinhomogeneous structure.
On the predictability of long-range dependent series.
On the principle of local reflexivity
We prove a version of the local reflexivity theorem which is, in a sense, the most general one: our main theorem characterizes the conditions which can be imposed additionally on the usual local reflexivity map provided that these conditions are of a certain general type. It is then shown how known and new local reflexivity theorems can be derived. In particular, the compatibility of the local reflexivity map with subspaces and operators is investigated.
On the probabilistic domain invariance.
On the problem of classifying simple compact quantum groups
We review the notion of simple compact quantum groups and examples, and discuss the problem of construction and classification of simple compact quantum groups.
On the problem of defining a specific theory within the frame of local quantum physics
On the problem of retracting balls onto their boundary.
On the product of operator valued measures
On the product property of the Carathéodory pseudodistance
We prove that, for certain domains , continuous product of domains , the Carathéodory pseudodistance satisfies the following product property
On the products of quantum logics