New Idea in Solving Some System of Polynomial Equations of Degree N

Algebraic solution for systems of polynomial equations of degree N is going to be introduced in this paper by turning the systems into one polynomial equation. Also, the solving ability at the range of real numbers will be determined analytically and accurately and one range of answers will be achieved at the interval of real numbers. The main attributes of this solution are the analytical answers, simplicity and the higher speed to solve the problem than any others. In fact, this algebraic solution evaluates the amount and changes in the numbers then, demonstrates the effect of numbers on equations proportional to their amounts. This is the way to recognize an analytical method to solve these kinds of equations. Of course, some equations are solvable due to the recognizable impact of the numbers on them. At least, this method is used in a quantum problem to perceive its usages better and one analysis is achieved in terms of Physics from the solution of a mechanic quantum problem.

Keywords:

System of polynomial equations , equations of Degree N , Algebra , Quantum Mechanics , Perturbation Theory