Calculus is a crucial field in various sciences, focusing on the study of changes in continuous quantities. The derivative of a function represents the rate of change at each point. Calculating derivatives typically involves applying a few general rules. Using Prolog’s definite clause grammars simplifies the parsing of mathematical functions. By leveraging Prolog’s features, programmers can easily handle complex parsing tasks that are traditionally challenging in other languages. Additionally, Prolog’s ability to build abstract syntax trees makes it ideal for parsing mathematical expressions accurately while considering operator precedence and associativity. Tackling left recursion in Prolog can be achieved by using tabled execution to prevent nontermination.
https://bitsandtheorems.com/definite-clause-grammars-and-symbolic-differentiation/