Sentence examples for boundary weight from inspiring English sources
In this paper, we define boundary weight maps through boundary weight doubles, where ϕ:Mn(C →Mn(C) is a q-positive map and ν is a boundary weight over L2 0,∞).
We also show that boundary weight maps of range rank two do not give rise to q-pure E0-semigroups of type II0.
We provide a complete description of all q-pure E0-semigroups of type II0 arising from boundary weight maps with range rank one, and we provide a criterion to determine if two such boundary weight maps give rise to cocycle conjugate q-pure E0-semigroups when dimK<∞.
Powers has shown that each spatial E0-semigroup can be obtained from the boundary weight map of a CP-flow acting on B(K⊗L2 0,∞)) for some separable Hilbert space K.
Furthermore, by utilizing suitable boundary weight functions, boundary element and finite element formulations may be written exclusively in terms of bounded quantities, even for non-smooth problems involving notches, cracks, mixed boundary conditions and bi-material interfaces.
A CP-flow over a separable Hilbert space K is a continuous one-parameter semigroup of completely positive maps on B(K⊗L2 0,∞)) which is intertwined by the right shift semigroup, and CP-flows are obtained from boundary weight maps.
It is especially misleading for proteins that are combinatorically active and thus potentially exhibit higher boundary weights within the cohesiveness calculations, putting them at a disadvantage compared with less promiscuous nodes in the network.
Furthermore, the effects of aspect ratio, plate thickness, boundary conditions, weight of plate and top load on the stability of laminated rectangular plates are investigated and discussed in details.
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But he will be setting firmer boundaries around weight conversations with his doctor or finding a new provider who will respect his body no matter his size.
Probabilities of walkers arriving at prescribed boundaries (terminal weights) and source counts may be useful for characterization of medium heterogeneity.
