Sentence examples for we generally call from inspiring English sources

We generally call it the ability to motivate people, but that phrase is too bloodless to suggest the adrenaline that's needed to build great companies.

In 2016, the Democrats lost their last state legislature in what we generally call the South, after a wipeout in Kentucky's House of Representatives.

In this way, the questionnaire is a central tool during the phase that we generally call "field work" – that is, the time when the information is collected that will serve to compare the hypotheses formulated for our research.

And I'm talking about the past, about what we generally call tradition; I'm talking about all those others who were once in the world and who have acted or who now act through us.

"This is a good book of its kind, a rousing, old-fashioned yarn, a saga, the sort of novel, with a cast of thousands, that we generally call 'sprawling.' " Anatole Broyard wrote in a review in The New York Times.

'Technological determinism' is a term used to describe a set of claims made about the relationship between what we generally call 'technology' and 'society.' Two meanings have come into use: (a) an internal, technical logic determines the design of technological artifacts and systems; and (b) the development of technological artifacts and systems determines broad social changes.

We, I believe, in the aggregate produced some 57,000 of what we might generally call books ten years ago.

Even if some traditional milestones are never reached, one thing is clear: Getting to what we would generally call adulthood is happening later than ever.

In the following discussion, we will generally call a branch or a leaf as a node.

(c k_{t}; bar {k})) is a function of the overall number of treated patients (k t ) in relation to the number of patients ((bar {k})) the hospital can treat given its physical capacity or capital (we will generally call (bar {k}) the hospital's capacity).

In this essay we will generally call such equivalences "definitions", sloughing over the distinction between abbreviatory definitions of operators not officially in the formal language, and axiom systems with languages containing these operators, along with axioms directly encoding the force of such definitions as equivalences.