TITLE:
The Origin of Nonlinear Dynamics Involving Complexity in Modern Sciences
AUTHORS:
Deok-Soo Cha, Hee Jong Jun
KEYWORDS:
Nonlinear Dynamics, Indeterminism, MATLAB, Control Theory
JOURNAL NAME:
Open Journal of Applied Sciences,
Vol.10 No.10,
October
29,
2020
ABSTRACT: This
paper reveals the origin of nonlinear dynamics and presents a solution for
nonlinear systematic problems based on other science. Generally, physical
phenomena are divided into linear static logical problems and nonlinear dynamic
systematic problems, but all scientists have solved both problems using the
same algebraic logical solution in statistical physics based on determinism
such as chaos theory. Surprisingly, this is a contradiction and a serious
mistake because there is a perfect solution such as the system analysis theory
existing in other science. Unfortunately, it has developed in the 20th century by engineers. Thus, classical physicists could not solve it. Meanwhile,
the author achieved the systematic solution for many unsolved nonlinear
systematical, further, proved the research result through simulation using
specially designed simulation device. Thus, this is a revolutionary achievement
because it can
easily solve the unsolved nonlinear dynamics that exists in all fields of
science. Ironically most determinists do not welcome and reject it. However, it
has no matter, it will be separated from current physics and other scientists
studied it in the second physics. Therefore, it would be contributed to solve
the unsolved nonlinear dynamics in complex science.