Multiple-Solution Nature of Chaos Number-Oriented Equations

Nature is characterized by its chaotic behavior. The forces and processes that individually and collectively control the phenomena of the universe independently of human intervention are described by various equations. These equations need to be solved to understand the behavior of nature. Unfortunately, conventional mathematics has not been able to deal with all nature problems. Therefore, there is an urgent need for novel mathematics to solve complex problems. This paper lays the foundation for solving nature chaotic equations and shows how the universe dimensions determine the nature and number of solutions. It introduces the process to solve and identify the solutions for the simple linear equation x = 2 and quadratic equation x² = 4 in zero, one, two, three, and more dimensions. As a result, this paper establishes an important fact for chaos equations that is all equations have multiple solutions.