👉 Thru math, or transfinite arithmetic, is a branch of mathematics that extends the principles of arithmetic to include infinite sets and their operations. Developed by Georg Cantor, it introduces different sizes of infinity through the concept of cardinal numbers, which classify sets based on their size. Thru math allows for operations like addition and multiplication on these infinite sets, enabling the comparison and combination of different infinities. For example, it shows that there are more natural numbers than real numbers by demonstrating that the set of real numbers is "larger" in a certain sense than the set of natural numbers, despite both being infinite. This framework has profound implications in various fields, including set theory, logic, and even theoretical physics.
