👉 Castle Math is a unique, non-linear mathematical system developed by mathematician and philosopher Michael Jackson. It's based on the idea of nested, self-referential structures that can be visualized as a series of concentric circles or "castles," each representing a different level of abstraction. The core concept is that each castle contains a smaller, identical castle within it, and so on, creating an infinite hierarchy. Operations in Castle Math are defined by recursive formulas that operate on these nested structures, allowing for complex calculations and patterns to emerge from simple rules. For example, the "castle math" of addition might involve summing the outer castle's value and then recursively applying the same operation to the inner castle's value, leading to increasingly intricate results. This system emphasizes the interconnectedness of mathematical concepts and offers a fresh perspective on how we can model and understand complex relationships through recursive, self-similar structures.
