Sentence examples for above generalizations from inspiring English sources

While I generally respect Robert Reich, the above generalizations are just too general to make a good argument.

The results that follow are valid for all the above generalizations.

Notice that in the above generalizations, only a 2-metric space is not topologically equivalent to an ordinary metric.

It is worth to note that in the above generalizations, a 2-metric space was not known to be topologically equivalent to an ordinary metric.

Note that in the above generalizations, only a 2-metric space has not been known to be topologically equivalent to an ordinary metric.

That is, there are (actual and merely possible) situations in which the above generalizations do not hold, although all the conditions obtain that are explicitly stated in the antecedent of the generalization.

Certainly for Abelard the above generalization fails entirely.

As variations to the above generalization, a few studies have reported alternative PNP degradation pathways.

However, because of the diverse nature of the various nutrients as well as the chemical heterogeneity within each class of compounds and the complex interactions of the above variables, generalizations about nutrient degradation in foods will inevitably be broad ones.

The above generalization studied by Shukla and Prajapati is shown in a series of papers [5 8].

The above generalization is studied by Shukla and Prajapati [5], Prajapati et al. [6] and established relation with Wright function [7 10].