Morita Equivalence

Morita equivalence is a concept primarily used in mathematics and theoretical physics to compare two structures, such as different categories or types of mathematical objects. Two structures are considered Morita equivalent if they have the same mathematical properties and can be transformed into each other without losing essential information. This means that even if they look different at first glance, they behave similarly under certain operations. In essence, Morita equivalence helps us understand that different systems can be fundamentally the same in their behavior or function, even if they are represented in different forms.