An axiomatic system is a structured framework used in mathematics and logic that consists of a set of axioms, rules of inference, and theorems. It is designed to derive conclusions and build a coherent theory based on these foundational principles. Here's a more detailed breakdown of its components: 1. **Axioms**: These are fundamental statements or propositions that are accepted as true without proof. Axioms serve as the starting points for further reasoning and the development of theorems.
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