What standard is the right one to use for acknowledging or denying someone knows well enough to satisfy, for example, the correct dào of assertion?
ATs will become increasingly important in the drive to deliver cost-effective improvements in stroke rehabilitation outcomes and to satisfy, for example, the UK National Clinical Guidelines for Stroke [ 8] that state: "Patients who have some arm movement should be given every opportunity to practise activities within their capacity".
Are customers really satisfied, for example, at an American-style supermarket that may have high productivity among its workers but customers wait in long lines only to meet busy and blunt cashiers?
A craving for meat can be satisfied, for example, by making the protein a secondary ingredient in a meal.
Is the predicate 'is a philosopher' satisfied, for example, by Russell in worlds (times) in which he does not exist times such as the present?
This condition is satisfied for example by the principal solution x ^ , for which x ^ 0 = 0, x ^ 1 = 1 / r 0 for all λ ∈ ℝ. (2.4).
GA work on the principle of repetition until some condition is satisfied (for example number of populations or improvement of the best solution).
The convex property clarifies whether the characteristics intersect or not, whether the weak solution satisfied internal entropy conditions (2.8) and (2.9) and boundary entropy condition (2.10), In addition, Condition is easily satisfied, for example,,, then, so Condition holds.
The GA cycle is then repeated until a desired termination criterion is satisfied, for example, the maximum number of generations is reached or the objective value is below the threshold.
We also study a uniform version of the Dixmier property, as satisfied for example by von Neumann algebras and the reduced C⁎-algebras of Powers groups, but not by all C⁎-algebras with the Dixmier property, and we obtain necessary and sufficient conditions for a simple unital C⁎-algebra with unique tracial state to have this uniform property.
Moreover, by taking (A=bigl ( {scriptsizebegin{matrix} frac{1}{sqrt{3}} & 0 cr 0 & frac{1}{sqrt{3}} end{matrix}} bigr )), we have (|A|<1), and one can check that the contractive condition (3) holds for all edges that belong to the graph G. Furthermore, the contractive condition (2) is not satisfied, for example, at (x=1), (y=7).
