Brève communication. Un théorème de caractérisation de certains sous-espaces hilbertiens de
Brèves communications. Comparaison de suites convergentes
Brézis-Wainger inequality on Riemannian manifolds.
Brisure de symétrie spontanée et géométrie du point de vue spectral
Brown-McCoy semisimplicity of certain Banach algebras.
Brushlet characterization of the Hardy space H1(R) and the space BMO.
A typical wavelet system constitutes an unconditional basis for various function spaces -Lebesgue, Besov, Triebel-Lizorkin, Hardy, BMO. One of the main reasons is the frequency localization of an element from such a basis. In this paper we study a wavelet-type system, called a brushlet system. In [3] it was noticed that brushlets constitute unconditional bases for classical function spaces such as the Triebel-Lizorkin and Besov spaces. In this paper we study brushlet expansions of functions in the...
Buchwalter-Schmets theorems and linear topologies.
Bundle Convergence in a von Neumann Algebra and in a von Neumann Subalgebra
Let H be a separable complex Hilbert space, 𝓐 a von Neumann algebra in 𝓛(H), ϕ a faithful, normal state on 𝓐, and 𝓑 a commutative von Neumann subalgebra of 𝓐. Given a sequence (Xₙ: n ≥ 1) of operators in 𝓑, we examine the relations between bundle convergence in 𝓑 and bundle convergence in 𝓐.
Bundles of Banach algebras.
Burnside's Theorem for the Fréchet Space .
BV as a dual space
B-выпуклость и неустойчивость неполноты.