Logical Formalism

Logical Formalism is an approach in philosophy and mathematics that treats logical reasoning as a precise, formal system. It uses symbols and strict rules to represent statements and arguments, enabling clear analysis of their structure and validity. Think of it as translating natural language into a mathematical language to avoid ambiguity, ensuring that conclusions follow logically from premises. This method helps clarify complex reasoning, verify correctness, and build a foundation for fields like mathematics, computer science, and philosophy. Overall, it emphasizes rigor and structure in understanding how arguments are constructed and evaluated.