Author(s)

Deok-Soo Cha^1,2, Hee-Jong Jun²

¹Eho Technology Co., Seoul, South Korea.
²Soongsil University, Seoul, South Korea.

Modern science has solved the systematic dynamic problems involving complexity such as complex systems by logical solution algebraically such as the old chaos theory derived from algebraic statistics based on determinism. It is very vague and difficult for us. Moreover, modern science treats systems dynamic problems as logical static problems according to determinism. However, this study proposes a novel solution for systematic problems, it is accomplished by systems analysis theory based on a third science (indeterminism) as it is more precise and easier to understand compared to chaos theory. Furthermore, it is suitable for non-physicists, because it is supported by computer simulations without any mathematical processing. Thus, it can be solved especially regressive systems solution. Therefore, this provided an innovative scientific result to non-physicists for their unsolved systematic problems in modern science.

Systematical Solution, Systems Simulator, Systems Analysis Theory, Complexity, Regressive Systematic Solution

Cha, D. and Jun, H. (2019) New Solutions for Systematic Problems Involving Complexity through Program MATLAB Based on Indeterminism for Non-Physicists. Open Journal of Applied Sciences, 9, 535-543. doi: 10.4236/ojapps.2019.97042.