Sentence examples for technical calculus from inspiring English sources

While shifting the guiding questions from the rather moral concerns about 'better' versus 'worse' towards the mere technical calculus of 'more' over 'less' (Dierksmeier 2011), it is said that conventional management theories are dramatically sidelining a normative orientation and a professional ethos (Crossan et al. 2013; Khurana 2007; Pfeffer and Fong 2004).

It is necessary expert knowledge of different fields, like design and structural calculus, technical security, legal normative, topography, etc.

Following this introduction is a full technical review, from calculus to nonstandard analysis, and then the article concludes with a complete history.

Analytic concepts such as limits, derivatives, integrals, and infinite series (all explained in the sections Technical preliminaries and Calculus) are based upon algebraic ideas, together with error estimates that define the limiting process: certain numbers must be arbitrarily well approximated by particular algebraic expressions.

But there is the risk of getting too lost in the technical details, when the calculus is actually fairly simple.

Test your math skills with today's question, created by Patrick Honner at Math for America from the article "Tough Calculus as Technical Schools Face Deep Cuts".

But the most embarrassing part about President Kennedy's interview wasn't his boyish naivete about the ballistic calculus and technical engineering necessary to propel a human being in a hermetically-sealed life-support system to the moon and back using controlled explosions.

The technical details of the different versions of the Calculus of Individuals can be found in this supplementary document: The Calculus of Individuals in its different versions (see also entry on mereology).

Integration is related to differentiation by the fundamental theorem of calculus, which states that (subject to the mild technical condition that the function be continuous) the derivative of the integral is the original function.

It has been due to the extensive applications of fractional calculus in numerous branches of physics, economics and technical sciences [1 5].

As a matter of fact, the tools of fractional calculus have been effectively used in applied and technical sciences such as physics, mechanics, chemistry, engineering, biomedical sciences, control theory, etc.