Post's Logic

Post's Logic, developed by Emil Post, is a formal system used to understand the rules of logical reasoning and how complex problems can be broken down into simpler, manageable parts. It focuses on the structure of logical statements and how they relate to each other, especially regarding what can be proven or derived from given information. Essentially, it provides a framework for analyzing the validity of logical arguments, helping clarify how conclusions follow from premises within a consistent and systematic method. This approach is foundational in mathematics and computer science for studying algorithms and formal proofs.