👉 Cooper Math, developed by David Cooperrider and others, is a set of axioms and principles designed to unify and simplify the foundations of mathematics. It aims to provide a rigorous, consistent framework that avoids the paradoxes and inconsistencies found in traditional set theory and other mathematical foundations. At its core, Cooper Math introduces a system of ordered sets (or "cooper spaces") and a notion of "cooperation" between elements, allowing for a more intuitive and direct approach to mathematical concepts. This framework emphasizes constructive proofs and avoids non-constructive methods, making it particularly appealing for those interested in the foundations of mathematics from a constructive or intuitionistic perspective. By focusing on the relationships and interactions between mathematical objects, Cooper Math offers a novel way to understand and teach mathematics, promoting clarity and coherence across various branches of the discipline.
