Symbolic Computation

Symbolic computation is a branch of computer science and mathematics that involves performing calculations using symbols rather than just numbers. This allows for manipulation of mathematical expressions in a way that can solve equations, simplify expressions, or analyze functions more generally. Unlike numerical computation, which gives approximate results, symbolic computation provides exact solutions. It is often used in fields like algebra, calculus, and algorithm development, enabling software to handle complex mathematical tasks such as derivation and integration, making it a powerful tool for researchers, engineers, and anyone dealing with mathematics.