Sentence examples for which either have from inspiring English sources

In acting, Michigan joins the seven other Great Lakes states, all of which either have adopted rules to fight the disease or are now drafting them.

This fact is explained by the historical and social circumstances mentioned above, which either have hindered the formation of these types of myths or, more likely, have simply made their preservation impossible.

Model calculations are compared to measurements which either have been carried out by the author's group or were taken from the literature.

The dragonfly larvae associated CRESS DNA viruses have different genome architectures, however, they all encode two major open reading frames (ORFs) which either have bidirectional or unidirectional arrangement.

Consequently, an optimal model includes those parameters, which are really needed to simulate the population development, but excludes all parameters or processes which either have no significant influence on the model or which are not reliable.

A third of each of the pellets that Mr Rigby's pigs are fed is made of food such as biscuits, cakes and cereals which either have gone past their human sell-by dates, or which were surplus to requirement.

And Italy's grim reputation as a country which either has had (or has) crooked leaders or a biased judiciary would suffer still more.

Unlike old nets, which either had no insecticide or had to be dipped twice a year, the new ones keep killing or repelling mosquitoes for three to five years.

The indiscriminate nature of the attacks had all the hallmarks of Al Qaeda, which either had its destructive arsenal of suicide car bombers, I.E.D.s, and other explosives ready to go as a send-off to the Americans, or else — equally prepared — had quickly analyzed Iraq's political ferment and struck, knowing that it had the most to reap from instability.

Let be a uniformly convex Banach space which either has a Frechét differentiable norm or satisfies Opial's property.

More precisely, we will prove under conditions (i)–(iii) the weak convergence of the algorithm (1.9) in a uniformly convex Banach space which either has the KK- property or satisfies Opial's property.