Definition
Isomorphy describes when two things have a similar structure or form, even if they're different in other ways. Think of it like blueprints for two different buildings: they might use different materials, but the layout is the same. It's about a shared underlying pattern. It's not just resemblance; it's about corresponding elements. In math, isomorphic groups behave the same way, even if their elements are distinct. 📐 It's not about surface-level similarity; it's a deeper, structural correspondence.