Symmetric Properties of Real Functions (Chapman & Hall/CRC Pure and Applied Mathematics)

this Work Offers Detailed Coverage Of Every Important Aspect Of Symmetric Structures In Function Of A Single Real Variable, Providing A Historical Perspective, Proofs And Useful Methods For Addressing Problems. It Provides Assistance For Real Analysis Problems Involving Symmetric Derivatives, Symmetric Continuity And Local Symmetric Structure Of Sets Or Functions. mathematics And Computer Education Journal this Book Presents A Fascinating Look Into One Of The More Specialized Subfields Of Real Function Theory. The first and second symmetric derivatives of a function f are defined by the expressions SD f(x) =.