|
|
|
|
Fractional calculus
Fractional calculus In mathematics, fractional calculus is a branch of mathematical analysis that ... need not be rational, but the term fractional calculus has become traditional. Fractional derivative ...
http://en.wikipedia.org/wiki/Fractional_calculus - 20k - Cached - Similar pages
|
Talk:Fractional calculus
Talk:Fractional calculus /Archive1 This is a large and multi ... Relation to Diffusion anomalous(non-fickian) diffusion fractional brownian motion Relation to Fractals & Chaos Theory ... Multiple-order differintegration extraordinary differential equations partial fractional derivatives Special Forms of Fractional Calculus Initialized fractional calculus Local fractional ...
http://en.wikipedia.org/wiki/Talk:Fractional_calculus - 14k - Cached - Similar pages
|
Talk:Fractional calculus/Archive1
Talk:Fractional calculus/Archive1 < Talk:Fractional calculus Fractals? IMHO, there should be a section on the relationship of fractional calculus to fractals. There are books ...
http://en.wikipedia.org/wiki/Talk:Fractional_calculus/Archive1 - 9k - Cached - Similar pages
|
Talk:Fractional calculus/alternative
Talk:Fractional calculus/alternative < Talk:Fractional calculus Back to: Mathematics | Next topic: Differintegrals Fractional calculus is a part of mathematics ...
http://en.wikipedia.org/wiki/Talk:Fractional_calculus/alternative - 7k - Cached - Similar pages
|
Talk:Initialized fractional calculus
Talk:Initialized fractional calculus This page looks like an earlier draft ... puts it under the title of "initialized fractional calculus". by the literature, i'm refering mostly ... discuss such things as laplace transforms of fractional differintegral equations. That's what this ...
http://en.wikipedia.org/wiki/Talk:Initialized_fractional_calculus - 7k - Cached - Similar pages
|
Derivative fractional (translated from French)
Derivative fractional This article is one ébauche to be ... can define by the same process of fractional integrations. Beginning of translation of the English article: In mathematic , it analyze fractional is a branch ofanalyze mathematical who studies ... usual for N > 0, [...]. References Introduction to fractional calculation, by Denis Matignon, in Laws of ... ondelettes', Hermes, Paris, 2002 External bonds MathWorld - Fractional calculus MathWorld - Fractional derivative Specialized newspaper: ...
http://fr.wikipedia.org/wiki/Dérivées_fractionnaires - 4k - Cached (French) - Wikipedia (French) - Similar pages
|
Talk:List of calculus topics
Talk:List of calculus topics Actually I think alphabetizing destroys the ... 10 Oct 2003 (UTC) Removed these links; Fractional calculus Fractional calculus Differintegral initialization of the differintegrals basic ...
http://en.wikipedia.org/wiki/Talk:List_of_calculus_topics - 8k - Cached - Similar pages
|
Fractional order control
Fractional order control Fractional order control or (FOC) is a field of control theory that uses the fractional order integrator as part of the control ... fundamental advantage of FOC is that the fractional order integrator weights history using a function ... constant, or resonance frequency, of the system. Fractional order control shows promise in many ...
http://en.wikipedia.org/wiki/Fractional_order_control - 1k - Cached - Similar pages
|
Talk:Cantor's diagonal argument/Archive1
... that all the infinite binary sequences or fractional real number expansions cannot be countably listed ... sequences or decimal|binary expansions of the fractional real numbers) but suddenly you veer off ... true that some infinite binary sequences or fractional real number expansions are "excluded" from a ... or series" --- for example, the decimal|binary fractional real number expansion digits cannot be actually ... position in order to absolutely distinguish the fractional real numbers from each other. (4) ...
http://en.wikipedia.org/wiki/Talk:Cantor's_diagonal_argument/Archive1 - 189k - Cached - Similar pages
|
Talk:Exponentiation
... Jacoby 15:31, 11 November 2005 (UTC) Fractional exponents Hello Arnold. § Fractional exponents depend on § Powers of e ... better, but still I am not happy. Fractional , real, and complex exponents are more advanced ... exponents, powers of e, complex exponents. Then fractional and real exponents are special cases of ... I do think the sequence integer exponents, fractional exponents, real, complex has merit. I ...
http://en.wikipedia.org/wiki/Talk:Exponentiation - 32k - Cached - Similar pages
|
| Page:1 2 3 4 5 6 7 8 9 10 Next >> |