Sentence examples for approach to calculus from inspiring English sources

Newton's and Leibniz's approach to calculus had been primarily geometric, involving ratios with "almost zero" divisors Newton's "fluxions" and Leibniz's "infinitesimals".

But the AP courses have changed, and our lab-calculus courses provide a more modern approach to teaching calculus.

In Calculus Simplified, Oscar Fernandez combines the strengths and omits the weaknesses, resulting in a "Goldilocks approach" to learning calculus: just the right level of detail, the right depth of insights, and the flexibility to customize your calculus adventure.

Euler's analytic approach to the calculus received support from his younger contemporary Joseph-Louis Lagrange, who, following Euler's death in 1783, replaced him as the leader of European mathematics.

In the 18th century this method became the preferred approach to the calculus among British mathematicians, especially after the appearance in 1742 of Colin Maclaurin's influential Treatise of Fluxions.

We use this approach to Malliavin calculus to prove the following white noise generalization of the Clark Haussmann Ocone formula for Lévy processesF=E[F]+ E[Dt(m)F|Ft]♢t(m) dt.

His approach to the calculus, in which the use of infinitesimals, plays a central role, has combinatorial roots, traceable to his early work on derived sequences of numbers.

Newton's approach to the calculus rests, even more firmly than did Barrow's, on the conception of continua as being generated by motion.

Researchers such as Thompson et al. (2013) suggest the use of a conceptual approach to teach calculus as a better option compared to the traditional approach.

According to the Riemann-Liouville approach to fractional calculus, we introduce the fractional integral of order α, (alpha >0), as follows.

For example, Malinowska and Torres [21] propose a more general approach to the calculus of variations on time scales that allows to obtain both delta and nabla results as particular cases.