Sentence examples for constraints of model from inspiring English sources

A goal of this 'in area, off thesis topic' approach is to give students the opportunity to master necessary background knowledge for their dissertation, while providing the opportunity to think independently and creatively beyond the constraints of model organism s), resources, and technical expertise present in their thesis lab.

This confirms that both objective function and constraints of model (8) are convex.

Then, a vector x satisfies the two constraints of model (9) if and only if the vector Bx lies in the set (mathcal {C}).

The DEA-BCC (or VRS) Super-Efficient model results from adding the constraint ( sumlimits_{{j = 1}}^n {_{{j ne o}}{lambda_j} = 1} ) to the constraints of model (2) [9].

Thus Z i = ∑ j = 1 m v i j w j ≥ ∑ j = 1 m m w m j v i j = m w m ∑ j = 1 m v i j j But according to the constraints of model (3) for each i = 1, …, n we have Z i ≤ 1. Therefore m w m ∑ j = 1 m v i j j ≤ 1, or w m ≤ 1 m ∑ j = 1 m v i j j, i = 1, …, n.

Once a prior distribution has been specified for H u the prior distribution of H m for m = 1, 2 is obtained via (7) where I θ ∈ m = 1 if θ is in agreement with the constraints of model m and 0 otherwise, and c m is the proportion of H u in agreement with H m. The prior distribution of H u is (8) that is, the prior distribution of each μ j is the same.

The dual variable ((sigma)) is obtained from the fourth constraint of Model (3).

From the last constraint of model (5) we have δ m = 1.

On the other hand according to the last constraint of model (3), w m ≥ ε.

Section 3 establishes the objective function of the model and describes the constraints of the model.

Accordingly, the giant impactor that formed the Moon probably had an isotopic composition similar to that of the Earth, hence relaxing the constraints on models of lunar formation.