Mathematical Theory of Uniformity and its Applications in Ecology and Chaos
Buch in deiner Nähe kaufen
Beschreibung
This book puts forward a new mathematical theory to study chaotic phenomenon. The uniform theory is established on the basis of two elementary concept of circle and externally tangent square in mathematics. The author studies the uniformity of a finite set of points distributed in space by uniform theory. This book also illustrates that uniform theory performs better than other indices such as entropy and Lyapunov exponent in chaos measurement by numerous examples.
This book develops a new mathematical tool for studying chaos so it will be appealing to students and researchers interested in theory of chaos. It also has potential applications in various fields such as Forestry and Ecology.
This book puts forward a new mathematical theory to study chaotic phenomenon. The uniform theory is established on the basis of two elementary concept of circle and externally tangent square in mathematics. The author studies the uniformity of a finite set of points distributed in space by uniform theory. This book also illustrates that uniform theory performs better than other indices such as entropy and Lyapunov exponent in chaos measurement by numerous examples.
This book develops a new mathematical tool for studying chaos so it will be appealing to students and researchers interested in theory of chaos. It also has potential applications in various fields such as Engineering, Forestry and Ecology.
Puts forward a new mathematical theory to study chaotic phenomenon based on the uniform degree Proves the better performance of uniform theory compared with entropy and Lyapunov exponent Provides applications in various fields such as engineering, forestry and ecology
Autor*in
Chuanwen Luo
Themen in »Mathematical Theory of Uniformity and its Applications in Ecology and Chaos«
uniform degree uniformity chaos measurement forestry and ecology chaotic orbits chaometry logistic map entropy Lyapunov exponent Lorenz system correlation dimension vibration fault detection