In particular, we provide examples of reflexive disjointly homogeneous spaces whose dual spaces are not disjointly homogeneous.
We may, without loss of generality, assume that the sequence ({x_{n}}) is disjointly supported.
When sectorization concept is used in the system, the frequency bands in each cell are disjointly divided into sets and used in different sectors of the cell.
Traditionally, mobile ad hoc networks (MANET) and hybrid optical-wireless networks, also known as fiber-wireless (FiWi), have been considered disjointly and independently, with no synergic management solutions.
We study several properties of disjointly homogeneous Banach lattices with a special focus on two questions: the self-duality of this class and the existence of disjoint sequences spanning complemented subspaces.
These are reflexive asymptotic ℓ1spaces with an unconditional basis (ei ihaving the property that every sequence {xi}ni=1of normalized disjointly supported vectors contained in ⦠ei⦔∞i=nis equivalent to the basis of ℓn1.
In particular, we study when the class of disjointly strictly singular operators, those not invertible on the span of any disjoint sequence, coincides with that of lattice strictly singular operators, i.e. those not invertible on any (infinite dimensional) sublattice.
We show that if limθ1/nn=1 then the spaceT[(Fn, θn)∞n=1] and its modified variationsTM[(Fn, θn)∞n=1] orTM s)[(Fn, θn)∞n=1] are totally incomparable by proving thatc0is finitely disjointly representable in every block subspace ofT[(Fn, θn)∞n=1].
In order to model labels and states disjointly, the regular grammar has to be included in the structure of a Hidden Conditional Random Field (HCRF) [ 12- 14].
In a sample of 200 pairs of contigs with multiple alignments, 93 aligned disjointly, suggesting the two contigs may represent alternative splice variants, or one may be a pre-mRNA sequence.
