ICNPAA 2010: Mathematical Problems in
Engineering, Aerospace and Sciences

In this paper, the Author wishes to present a novel Mathematical-Physics Theory in an n-dimensional space which is called Physical-Geometry Space Theory. This theory deals with global space geometry of the universe. As well-known, Einstein gave General Theory of Relativity in 1915. The theory represented a general view of the universe so that could connect mechanical sciences with non-Euclidian space in pure mathematics. The theory does not consider space's geometrical characteristics in each time created by physical conditions. On the other word, the parameters of geometry and physics are considered to be isolated from one another. Here, the Author improves the theory by considering geometrical characteristics and parameters in combination with physical variations made by both observer coordinate system oscillation and circumstances. Also, the universe extension and curvature of space and time are taken into account. Therefore, the Author proves that variation of geometrical parameters of space can affect mechanical and physical events. String, superstring theory, and M-theory can demonstrate the special cases of this theory in quantum mechanics and general relativity or quantum relativity mechanics (quantum field theory).