Set-theoretic Pluralism

Set-theoretic pluralism is the idea that there are multiple valid ways to understand and define the concept of "sets" in mathematics. Instead of a single, absolute foundation for what sets are, this view accepts different set theories as equally legitimate, each with its own rules and principles. This approach recognizes that our mathematical universe can be described from various perspectives, much like different languages or frameworks, and that no one perspective fully captures all mathematical realities. It promotes openness to diverse foundational approaches rather than insisting on one "correct" set theory.