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[parent] real function (Topic)

A real function is a function from a subset of $\mathbb{R}$ to $\mathbb{R}$ Without imposing extra conditions, there is really not much one can say about real functions. Therefore, the usual procedure is to select some subclass of real functions according to some criterion such as differentiability or integrability and focus attention on this subclass. There follows a list of such criteria:




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"real function" is owned by rspuzio. [ full author list (3) | owner history (1) ]
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See Also: rational function, complex function


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elementary function (Definition) by pahio
power function (Definition) by pahio
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Cross-references: elementary function, focus, subclass, subset, function
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This is version 5 of real function, born on 2004-09-24, modified 2007-07-22.
Object id is 6218, canonical name is RealFunction.
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Classification:
AMS MSC26A99 (Real functions :: Functions of one variable :: Miscellaneous)

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