👉 FG Math, or "Fuzzy Geometry," is a branch of mathematics that extends traditional geometric concepts by incorporating fuzzy logic, allowing for the representation and analysis of imprecise or uncertain geometric properties. Unlike classical geometry, which deals with exact measurements and precise boundaries, FG Math uses fuzzy sets to model shapes and spaces where elements can have varying degrees of membership or belonging. This approach is particularly useful in fields like computer graphics, robotics, and geographic information systems, where exact geometric definitions are often too rigid or computationally expensive to handle. By embracing uncertainty, FG Math provides a more flexible and realistic framework for dealing with complex, real-world geometric problems.
