FOPL stands for First Order Predicate Logic. It is one where the quantification is over simple variables and variables can appear only inside a predicate. It permits reasoning about world entities , functions and relations. It also used to assets logical reasoning.
First-order logic can be useful in the creation of computer programs. It is also of interest to researchers in artificial intelligence . There are more powerful forms of logic, but first-order logic is adequate for most everyday reasoning. The Incompleteness Theorem , proven in 1930, demonstrates that first-order logic is in general undecidable. That means there exist statements in this logic form that, under certain conditions, cannot be proven either true or false.
Features of FOPL :
- More expressive and powerful representation.
- Allows us to represent almost any english sentences.
- Generalization of propositional logic.
resources:
1- https://whatis.techtarget.com/definition/first-order-logic
2- http://aimca401.blogspot.com/
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