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{{r|Integral equation}}

{{r|Integral theory}}

...onent. This will now be proved directly, without making the detour via the integral expressions for '''A'''('''r''') and Φ('''r'''). ==Integral expressions for the transverse and longitudinal components ==

...divided into two major branches: '''[[differential calculus]]''' and '''[[integral calculus]]''', concerned with the study of the derivatives and integrals of ...cs. The motivation for the derivative is rather different from that of the integral, yet it turns out that they are very closely related.

{{r|Integral}}

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

{{r|Integral}}

...ard flux of a vector field through a closed surface is equal to the triple integral of the [[divergence]] of the vector field inside the surface. ...orem is that several physical laws can be written in both differential and integral form, see, for instance, [[Gauss' law (electrostatics)|Gauss' law]] for an

{{r|Integral}}

...rch_constraint=terms&depth=0&query=GO:0016021 {{#if: integral to membrane |integral to membrane|GO:0016021 }}]</span><br> ...straint=terms&depth=0&query=GO:0005887 {{#if: integral to plasma membrane |integral to plasma membrane|GO:0005887 }}]</span><br>

Such disulfide bonds are integral to the structural stability of many proteins.

{{r|Integral domain}}

===Integral representations===

...ns''' of ''R''. A ring can be embedded in a field if and only if it is an integral domain.

...) integration]] can be developed which is much more general than [[Riemann integral|Riemann integration]].

A '''Fourier transform''' is an integral transform,<ref>To transform is to change the form of a figure, expression, ...math> has been transformed into <math>\scriptstyle F</math> with the above integral.

...er and thinker whose primary focus is the development and exposition of an integral theory of consciousness. His first book, ''[[The Spectrum of Consciousness ...is a consequence of the meta-disciplinary and meta-theoretical nature of [[Integral Theory]], which the highly specialized orientation of academic journals and

...century, proofs were found that require no prerequisite knowledge beyond [[integral calculus]]. One of those is due to [[Ivan Niven]], another to [[Mary Cartw is a positive integer. But by the inequality (*), the integral approaches 0 as ''n'' approaches infinity, and that is impossible for a seq

{{r|Integral}}

[[Lars Knudsen]] invented a new attack, called [[integral cryptanalysis]] or the '''square attack''', to break Square. It was publish