Sentence examples for minimal satisfactory level from inspiring English sources

6.1: If Step 5.1 is not satisfied, then (DM_{11}) decreases the minimal satisfactory level (delta).

6.2: If the ratio (Delta) exceeds its upper bound, then (DM_{11}) increases the minimal satisfactory level (delta).

5.1: (DM_{11})'s satisfactory degree is larger than or equal to the minimal satisfactory level (delta) specified by (DM_{11})'s self, i.e., (mu _{11}(Z_{11}(x ge delta).

Conversely, if (DM_{11}) judges that it is desirable to increase the satisfactory degree of (DM_{2f}), (forall f) at the expense of the satisfactory degree of (DM_{11}), then (DM_{11}) decreases the minimal satisfactory level (delta).

Suppose that (DM_{11}) is not satisfied with the solution obtained in Iteration 1 and then (DM_{11}) specifies the minimal satisfactory level (delta = 0.9693) and we see that the bounds of the ratio at the interval ([Delta _{min}, Delta _{max}]=[0.9693,0.9852]), taking into account of the result of the first iteration.

6.3: Although Steps 5.1 and 5.2 are satisfied, if (DM_{11}) is not satisfied with the obtained solution and judges that it is desirable to increase the satisfactory degree of (DM_{11}) at the expense of the satisfactory degree of (DM_{2f}), (forall f), then (DM_{11}) increases the minimal satisfactory level (delta).

The data of two years 2013 & 2014 is analyzed & compared in criteria of improvement from minimal or satisfactory level which is thereby improved up to the level of excellence in staff awareness and routine practices.

The interactive solutions associated with different minimal satisfactory degrees of the two objectives in the upper level have been generated.

Subject to μ ¯ d q PIS FF ) ( x ) ≥ β, μ ¯ d q NIS FF ) ( x ) ≥ β, 0 ≤ β ≤ 1, x ∈ S = x = x 1, x 2 ∈ R N | A 1 x 1 + A 2 x 2 ≥ = ≤ b, x ≥ 0, b ∈ R M, where β represents the satisfactory level for both criteria of the minimal distance from the PIS and maximal distance from the NIS.

Subject to μ ¯ d q PIS ( S ) ( x ) ≥ λ, μ ¯ d q NIS ( S ) ( x ) ≥ λ, 0 ≤ λ ≤ 1, x ∈ S = x = x 1, x 2 ∈ R N | A 1 x 1 + A 2 x 2 ≥ = ≤ b, x ≥ 0, b ∈ R M, where λ represents the satisfactory level for both criteria of the minimal distance from the PIS and maximal distance from the NIS for SLDM.

Two foreign languages at a Satisfactory level.