Sentence examples for unitary bound from inspiring English sources

The latter reaches the unitary bound on TQC preparation efficiency starting from thermal equilibrium in AX2 systems, not considering relaxation.

The CTEs constructed in this way are evaluated against benchmarks provided by the theoretical unitary bound for coherence transfer and the minimal required transfer time (when available).

Throughout the past four years, all stakeholders in the Syrian war, then the war against Isis in Iraq and Syria, have been trying to avoid one outcome – a breakdown of unitary borders that had bound together the centre of the region for much of the past century.

Labour candidate Danny Damarell said the unitary authority was was currently "bound by that decision".

One may expect a sound and light to be more strongly bound as a unitary event if they are presented from the same spatial location.

The algorithms preserve the symplectic structure of the system and the unitary nature of the wavefunctions, and bound the energy error of the simulation for all time-steps.

"This aspect of self-consciousness, namely the feeling that conscious experiences are bound to the self and are experiences of a unitary entity ('I'), is often considered to be one of the most astonishing features of the human mind".

Through the following, we would like to obtain upper bound for (vert !vert !vert AXB^ vert !vert !vert ), for every unitary invariant norm.

The unitary crystal cell of this structure contains two copies of the catalytic subunit of calcineurin bound to their corresponding regulatory proteins plus a peptide carrying the sequence PVIVIT.

In order to estimate the contribution of the octanoyl moiety to the membrane-binding, we determined the dissociation constants Kd, mole fraction partition coefficients Kp and unitary Gibbs free energies Δ G u 0 of ghrelin and also of free octanoic acid bound to DPC micelles by NMR titration experiments.

It is shown that the triangular inequality serves as the ultimate estimate of the upper norm bound for the sum of two operators in the sense thatsup{∥U*AU+V*BV∥:U and V are unitaries}= min{∥A+μI∥+∥B-μI∥:μ∈C}.Consequences of the result related to spectral sets, the von Neumann inequality, and normal dilations are discussed.