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...nside the hall mirrored not only public opinion at home, but the political calculus inside the heads of the delegates. They decided Dewey was a loser, and Wil

...strict law, of the simplest kind: [[direct proportion]]. It is proved in [[calculus]] that this law requires that the quantity is given by the [[exponential fu

...econd fundamental law of the mechanical theory of heat and the probability calculus with respect to the theorems of heat equilibrium] Wiener Berichte vol. ''' ...ifferential equation (E2) follows by some typical classical thermodynamics calculus.

...t allows to establish convergence of a given series using basic methods of calculus. Prominent examples include the ''Riemann series'', that is the series with

...as made obsolete by the advent of [[sentential logic]] and the [[predicate calculus]]. Others use Aristotle in [[argumentation theory]] to help develop and cr ...y can be exactly captured by a first-order logical theory; Frege's [[proof calculus]] is enough to ''describe'' the whole of mathematics, though not ''equivale

...ath is not straight, it is possible to compute the work by [[infinitesimal calculus]]. One chooses ''N'' + 1 consecutive points on the path

...c]] could be implemented by neural systems: their classic paper "A Logical Calculus of Ideas Immanent in Nervous Activity" (1943) is important in this developm

<s>[[Special:Allpages/List of calculus topics|List of calculus topics]] - [[Special:Allpages/List of historians by area of study|List of h

...[[Cartesian plane]] in wasan, which limited the understanding differential calculus for the Japanese.<ref name="morimoto132-133">Morimoto, 2009. pp.&nbsp;132-1

...ation structure is fixed, the semantics of the corresponding propositional calculus is defined in a truth-functional way as usual. In first order fuzzy logic t

...h &phi; and &theta; are interchanged, see e.g. Kay<ref>D. C. Kay, ''Tensor Calculus'', Schaum's outline series, McGraw-Hill, New York (1988)</ref> (p. 24) and

A more elementary calculus δε-like equivalent definition would sound like this (UV play the role of

...try largely overlaps with [[molecular physics]], and involves the use of [[calculus]] and [[Mathematics]] in deriving equations. It is usually associated with

...ist and mathematician Antoine Augustin Cournot. Cournot used differential calculus to demonstrate the profit-maximising requirement of equality between margin ...RARY/Buchanan/buchCv3Contents.html James Buchanan and Gordon Tullock ''The Calculus of Consent'']</ref>. However, Buchanan and Tullock are best known for thei

...used in some more advanced levels as well. There are topics covered in a calculus class at one level, and then in more depth in an analysis class. ...to the structure of mathematics. To illustrate, differential and integral calculus are a primary focus in most first year university maths programs. Neverthe

...st and mathematician Antoine Augustin Cournot. Cournot used differential calculus to demonstrate the profit-maximising requirement of equality between margin ...RARY/Buchanan/buchCv3Contents.html James Buchanan and Gordon Tullock ''The Calculus of Consent'']</ref>. However, Buchanan and Tullock are best known for thei

...e [[integration|integrate]] both sides of the previous equation<ref>From [[calculus]], we know that :

...try largely overlaps with [[molecular physics]], and involves the use of [[calculus]] and mathematics in deriving equations. It is usually associated with quan

...to aid [[navigation]], to aid [[city planning]]. The inventions of the [[calculus]] by [[Isaac Newton]] and [[Gottfried Leibniz]] in the later 17th century w ...modern science, technology, or economic theory. Those who understand the calculus, ordinary and partial differential equations, and probability theory have a

...[[analytic geometry]] however, was a necessary precedent to [[differential calculus]] and instrumental in bringing mathematical analysis to bear on scientific