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{{r|Lambda calculus}}

Auto-populated based on [[Special:WhatLinksHere/Calculus]]. Needs checking by a human.

...ded. These can be found for any polynomial equation using techniques from calculus. ...es the simplest approach is to find approximate solutions using ideas from calculus, such as [[Newton's method]].

{{r|Calculus}}

...designed to more faithfully implement [[Alonzo Church|Church's]] [[lambda calculus]] than did comparable languages at the time. ...uilt-in functions such as addition (delta rules are not part of the lambda calculus)

...numerative combinatorics include [[generating function]]s and the [[umbral calculus]]. Combinatorics also studies [[code]]s, [[design]]s, [[finite geometry|fin

...Partial derivatives are widely used in [[differential geometry]], [[vector calculus]], and [[physics]].

...played an important role in the development of [[stochastic calculus]], a calculus that finds important applications in fields as diverse as physics, engineer

{{r|Calculus}}

The [[chain rule]] in [[calculus]] describes the [[derivative]] of the composite of differentiable functions

Generally, identities arising in calculus and involving [[trigonometric function]]s are true only when the variables

...iable and has [[non-singular map|non-singular]] [[Derivative#Multivariable calculus|derivative]] [[non-singular map|non-singular]] in ''D''. Then ''f'' is an

...o so? We recall the definition of one of the two fundamental operations of calculus, differentiation. Given a function <math>y = f(x)</math>, we say ''f'' is d ...h integrals and integrals over regions are defined just as they are in the calculus of functions of two real variables. What is different is that the Cauchy-Ri

{{r|Calculus}}

Evaluation of this [[integral]] requires only routine first-year calculus techniques, see [[Pi_(mathematical_constant)/Proofs/Student_level_proof_tha

...proofs were found that require no prerequisite knowledge beyond [[integral calculus]]. One of those is due to [[Ivan Niven]], another to [[Mary Cartwright]] (

In [[medicine]], '''urolithiasis''' if the "formation of [[Calculus (medicine)|stones]] in any part of the [[urinary tract]], usually in the [[

{{r|Calculus (disambiguation)}}

| title = On a theorem of the probability calculus and its application to the theory of radiation

*Calculus: a 2-D region