This is a very challenging issue. For user input an arbitrary planar function f (x), mapping out its function curves. Here the most critical technical problems is how to achieve calculated the value of the expression. "Compiling Principle" and "data structure," the book, have right of expression Operational discussed. Indeed, the computer language compiler to achieve expression of the user input operation is very difficult. Need to scan expression to the brackets, in accordance with the priority Operators Generation 2-ary tree, and then traverse the tree generated reverse Polish expression, and then through the stack approach to computing. If the expression again contains the function described ...... these are trouble, not to mention the procedures used to achieve the

Packet : 866atlyfscript.rar filelist
FunMap
FunMap\MapPP.rgs
FunMap\StdAfx.cpp
FunMap\Resource.h
FunMap\FunMap.tlb
FunMap\FunMap.def
FunMap\FunMap_i.c
FunMap\FunMap.h
FunMap\MapPP.cpp
FunMap\FunMapps.def
FunMap\FunMapps.mk
FunMap\FunMap.dsp
FunMap\map.bmp
FunMap\FunMap.idl
FunMap\FunMap.cpp
FunMap\FunMap.rc
FunMap\MapPP.h
FunMap\FunMapCP.h
FunMap\Map.cpp
FunMap\Map.h
FunMap\ReleaseMinSize
FunMap\ReleaseMinSize\FunMap.dll
FunMap\Map.htm
FunMap\Map.rgs
FunMap\FunMap_p.c
FunMap\dlldata.c
FunMap\StdAfx.h
Script.dsw

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