Mathematical Truth

Mathematical truth refers to the idea that certain mathematical statements or propositions can be considered true or false based on logic and proof rather than empirical evidence. In philosophy of mathematics, this raises questions about the nature of mathematical objects: Are they real entities that exist independently, or are they human inventions? Some believe that mathematical truths exist objectively, while others argue they are subjective constructs. Essentially, mathematical truth is about understanding what makes a mathematical statement valid and how we can know it to be true within a coherent system of logic.