Applications of Symbolic computation in C++ Programming Language

paper contains the brief information about symbolic computation techniques. The location of symbolic computation within Computer Language classification is defined. Programming languages (PL) can be divided into two main areas: imperative PL and declarative PL. Declarative PL is generally used for logical and functional programming (ex: PROLOG, LISP, ML, Haskell,…) Symbolic computation techniques are commonly derived from both, logical and functional programming. Imperative programming languages are practically used for numerical computations. Some of well-known examples of imperative PL's are C, C++, Java, MATLAB, etc… But for last few years, the programming languages mentioned above have been oriented to solve problems symbolically. The general idea of this paper is to provide the implementation of well-known mathematical problems symbolically solved on the basis of C++ programming language. It follows some typical examples to illustrate the properties of symbolic C++.