👉 Casey Math, developed by Paul Casey, is a set of mathematical tools and notations designed to simplify and unify various branches of mathematics, particularly in areas like algebra, geometry, and analysis. It introduces a consistent notation system that makes proofs more readable and easier to follow, reducing the reliance on cumbersome symbols and conventions. Key concepts include the use of "casey" (C) to denote a set, "casey-" to indicate properties or theorems, and "casey-" as a notation for a function's range. Casey Math emphasizes clarity and structure, using diagrams and visual aids to enhance understanding, while also providing a framework for rigorous proofs. This approach not only streamlines mathematical communication but also fosters deeper insights into the underlying structures of mathematics.
