Sentence examples for needs not satisfied from inspiring English sources

The research results fulfill user needs not satisfied in existing crane cabins and suggest certain changes to existing standards on the path to improved safety.

Research dietitians have unique computational needs not satisfied by currently available dietetic software.

(i) (G) need not satisfy Max-n.

As shown, the trial functions need not satisfy any of the prescribed boundary conditions, which makes possible the vibration analysis of membranes and plates with complicated shape.

Furthermore, the coupling matrix is not necessary to be irreducible and the network node dynamics need not satisfy the very strong and conservative uniform Lipschitz condition.

The class of systems can be of arbitrary dynamic order and the unmatched additive uncertainties need not satisfy the global Lipschitz condition.

One popular response to incomplete preferences is to claim that, while rational preferences need not satisfy the axioms of a given representation theorem (see section 2.2), it must be possible to extend them so that they satisfy the axioms.

Thomason 1981b suggests a distinction between deliberative contexts of evaluation and judgmental contexts, where in the latter context evaluations such as (1) above need not satisfy Kant's law since, roughly, we go back in time and evaluate the present in terms of where things would now be relative to optimal past options that were accessible but no longer are.

If the spatial frequencies of machined surface in the cutting direction do not enter into the evaluation range of middle-frequency range, the values of natural frequencies must be less than 385 Hz, for which the corresponding spatial frequencies belong to the evaluation range of Band 1 and need not satisfy the PSD specification.

Bao et al. [13] used a variation-of-constants formula to overcome the difficulties due to the lack of information at the current time and established existence and uniqueness of stationary distributions for retarded SDEs that need not satisfy dissipative conditions.

The number of generators need not satisfy Noether's bound when the characteristic of the field divides the |G|, but Noether was not able to determine whether the bound was correct when the characteristic of the field divides |G|! but not |G|.