👉 Pemolines, also known as polynomials in disguise, are a type of algebraic structure that allows for the manipulation of equations involving variables other than integers. They were introduced by mathematician August Ferdinand Möbius and have since become an important part of abstract algebra. Möbius created a special case of polynomials where each term is a power of a single variable (e.g., x, y, z, etc.). For example, the polynomial \(x^3 +
