fractal growth
1Fractal art — is created by calculating fractal objects and representing the calculation results as still images, animations, music, or other media.Fractal art is usually created indirectly with the assistance of a computer, iterating through three phases:… …
2Lyapunov fractal — Standard Lyapunov logistic fractal with iteration sequence AB, in the region [2, 4] × [2, 4] …
3Simulated growth of plants — The simulated growth of plants is a significant task in of systems biology and mathematical biology, which seeks to reproduce plant morphology with computer software. Electronic trees (e trees) usually use L systems to simulate growth. L systems… …
4Eden growth model — The Eden growth model describes the growth of specific types of clusters such as bacterial colonies and deposition of materials. These clusters are formed as material accumulates randomly on the boundary of the system. These are also an example… …
5Antonio Bru — Infobox Scientist name = Antonio Bru birth date = birth date|1962|5|4|mf=y birth place = Madrid, Spain nationality = Spain fields = Applied mathematics Physics workplaces = Complutense University of Madrid alma mater = Complutense University of… …
6Eugene Stanley — Harry Eugene Stanley (* 28. März 1941 in Norman, Oklahoma) ist ein US amerikanischer Physiker. Inhaltsverzeichnis 1 Leben und Werk 2 Veröffentlichungen 3 Preise …
7Multiplicative calculus — In mathematics, multiplicative calculus refers to a number of calculi whose derivative and integral are multiplicative as compared to the classical (or conventional) calculus which is additive and linear. Different examples are given below.… …
8Ediacara biota — The Ediacara (IPAEng|ˌiːdɪˈækərə, formerly Vendian) biota are ancient lifeforms of the Ediacaran Period, which represent the earliest known complex multicellular organisms. They appeared soon after the Earth thawed from the Cryogenian period s… …
9Diffusionsbegrenztes Wachstum — Das diffusionsbegrenzte Wachstum (diffusion limited aggregation, DLA) kommt durch zufällige Anlagerung von Teilchen zustande. Grundlage dafür ist die brownsche Molekularbewegung, nach deren Gesetzmäßigkeiten sich Teilchen in Gasen oder… …
10Chaotic mixing — An example of chaotic mixing In chaos theory and fluid dynamics, chaotic mixing is a process by which flow tracers develop into complex fractals under the action of a time varying fluid flow. The flow is characterized by an exponential growth of… …
