👉 In mathematics, a hyperbolic plane is a plane that has two distinct real numbers as its sides. Each side of this plane is represented by an infinite sequence of positive and negative integers. The sum of these sequences equals zero. This property, known as the "hyperbolic angle" or "hyperbolic cosine," is used to define hyperbolae. A hyperbola in a hyperbolic plane is defined by two distinct real numbers that satisfy the equation: \[ x^2
