👉 The Doctrine of Math, also known as the "Law of Mathematical Propositions," is a foundational principle in mathematical logic that establishes the validity of mathematical reasoning. It asserts that any proposition (statement) can be derived from a set of axioms (basic truths) using logical rules of inference. In essence, it ensures that if the axioms are true and the logical steps are valid, the conclusions drawn from them must also be true. This doctrine underpins the entire structure of mathematics, providing a rigorous framework for proving theorems and ensuring consistency within mathematical systems. It is crucial for establishing the reliability and objectivity of mathematical knowledge, as it guarantees that mathematical truths are not arbitrary but follow from a well-defined set of principles and rules.
