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Inverse function theorem
Inverse function theorem In mathematics, the inverse function theorem gives sufficient conditions for a ...
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Inverse function
Inverse function In mathematics, an inverse function is in simple terms a function which "does the reverse" of a ...
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Theorem of the open function (translated from Spanish)
Theorem of the open function In matemáticas , are two teoremas with the name "Theorem of the open function". Functional analysis In análisis , theorem of the open function, also known ...
http://es.wikipedia.org/wiki/Teorema_de_la_función_abierta - 2k - Cached (Spanish) - Wikipedia (Spanish) - Similar pages
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Trigonometric function
Trigonometric function In mathematics, the trigonometric functions are functions ... by other means and derive the relations.) Function Abbreviation Relation Sine sin |
Bayes' theorem
Bayes' theorem Bayes' theorem is a result in probability theory, which ... variables. In some interpretations of probability, Bayes' theorem tells how to update or revise beliefs ... definite relationship between the two, and Bayes' theorem is the statement of that relationship. As a formal theorem, Bayes' theorem is valid in all ...
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Inverse number study (translated from Chinese)
Inverse number study Inverse number study is translating 。Welcome you to be positiveTranslation and revision。 Inverse number study (Reverse mathematics)Yes mathematics branch, may regard as approximately is "from theorem guidance axiom "but is not the usual direction (from axiom to theorem). More precise, it attempts through to ...
http://zh.wikipedia.org/wiki/逆数学 - 12k - Cached (Chinese) - Wikipedia (Chinese) - Similar pages
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Function (mathematics)
Function (mathematics) Partial plot of a function f. Each real number x is associated ... f (x)= x³ - 9x. In mathematics, a function relates each of its inputs to exactly ... standard notation for the output of the function f with the input x is f ... The set of all inputs which a function accepts is called the domain of ...
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Ackermann function
Ackermann function In the theory of computation, the Ackermann function or Ackermann-Péter function is a simple example of a recursive function that is not primitively recursive. It takes ... 4,3), the values of the Ackermann function become so large that they cannot ...
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Talk:Function (mathematics)
Talk:Function (mathematics) Some old talk has been removed ... 04, 7 Nov 2004 (UTC) See Talk:Function (mathematics)/archive. Brianjd 03:06, 2004 Nov ... 9 (UTC) older topics SUMMARY: Every dyadic function can be represented as a dyadic relation ... every relation can be represented by a function. Dyadic relations include: mere associations, functions and ... two existing objects. But in a dyadic function: a new object (y) is calculated ...
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Function (mathematics) (Psychology wiki)
Function (mathematics) Home Support Help Site Support Orientation ... tests Stats course Partial plot of a function f. Each real number x is associated ... f (x)= x³ - 9x. In mathematics, a function relates each of its inputs to exactly ... standard notation for the output of the function f with the input x is f ... The set of all inputs which a function accepts is called the domain of ...
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