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...e derivative of cosine is the negative of sine. (Here, and generally in [[calculus]], all angles are measured in [[radian]]s; see also [[#The significance of

[[calculus]]. Some would emphasize the use of [[complex analysis]]: the study of the [

...e text by Lamb: {{cite book |title = An Elementary Course of Infinitesimal Calculus

* [[Lambda calculus]]

...ying tools such as [[integral]]s and [[limit (mathematics)|limit]]s from [[calculus]]. It is this non-elementary solution that is called the gamma function.

...lected all the generals, promoting or removing them according to a complex calculus of party politics, public opinion, and--most of all--victory on the battle

...lve the [[halting problem]], inventing the [[Turing Machine]] and [[lambda calculus]] respectively.

...of mathematics. Mathematical branches most often used in science include [[calculus]] and [[statistics]], although virtually every branch of mathematics has ap

124. McCulloch, W.S. & Pitts, W. 1943. A logical calculus of the ideas immanent in nervous activity. Bulletin of Mathematical Biophys

...mons: Simulating probability distributions with functions of propositional calculus]

By the fundamental theorem of integral calculus, we have the important expression that relates force ''F''(''x'') and poten

...ry|theory of public choice]] <ref> James Buchanan and Gordon Tullock ''The Calculus of Consent''. University of Michigan Press 1962</ref>, which assumes that

...ing complexity. However, this does mean that some of us will have to learn calculus.</ref>

...f reasoning, from 2D spatial inferences<ref>Ragni M. (2003) An arrangement calculus, its complexity and algorithmic properties. ''Lect Notes Comput Sci'' 2821:

...etry|Euclidean plane geometry]] from a school booklet and began to study [[calculus]] soon afterwards.<ref> Talmey, M., ''The Relativity Theory Simplified and

...eve that high-speed computation is to biology and the social sciences what calculus was to physics. Computer science is the mathematically based or formal tool