Sentence examples for qualification held from inspiring English sources

Teaching/teaching and research staff numbers by cost centre, highest qualification held and academic employment function.

In the Spanish Labour Force Survey I exploit the variable (estud) which indicates the highest qualification held by the interviewer.

That ability to guarantee Champions League qualification held plenty of sway with the club's board, with all the financial benefits that come with being in Europe's premier cup competition.

In the first panel, we define individuals as being underqualified, perfectly qualified and overqualified by comparing their qualification level to the modal qualification held by a NZ-born individual of the same gender employed in the same occupation in the year of observation.

Section 2 asked questions specific to participants prescribing background including prescribing qualification held, number of years qualified as a prescriber, number of years' experience in main area of prescribing practice prior to undertaking the prescribing programme, specialist training prior to becoming a prescriber.

If the Slater-type weak constraint qualification holds at x̅, then α* ≠ 0. Proof.

Also, the objective function and constraints in the corresponding perturbed NLP problem are differentiable; a linear independent constraint qualification holds at every feasible point.

We know from [4], Theorem 4.32 that M defined in Proposition 2.2 is Lipschitz-like around ((0,bar{z})inoperatorname{gph} M) if the following constraint qualification holds: left.

As the linear independence constraint qualification holds at any feasible solution of ((mathrm{P}_{mu})), we see that if there exists (bar{lambda}) such that the above KKT condition holds, then (bar {lambda}) is unique.

Therefore, under the assumption that the generalized Guignard constraint qualification holds and (f_{i}(x)), (iin P), are strictly differentiable at x̄, (3.1) has no solution (zinmathbb{R}^{n}).

If assumptions (A2) and (A4) hold, then the following constraint qualification holds: J Φ 2 ( x ∗, y ∗, u ∗ ) T w = 0, w ∈ N Ω 2 ( Φ 2 ( x ∗, y ∗, u ∗ ) ) } ⇒ w = 0. Theorem 5.6 Let ( x ∗, y ∗ ) be a local optimal solution of the SOCBLP problem (21) and assume that the generalized slater condition given by Definition  5.2 is satisfied at x ∗.