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原文連結
論文資訊
- 類型：已發表論文
- 日期：2017-02-01
摘要
We study analytically a non local 隨機 partial differential equation describing a fundamental mechanism for patterns formation, as the one responsible for the so called fairy circles appearing in two different bio-physical scenarios; one on the African continent and another in Australia. Using a 隨機 multiscale perturbation expansion, and a minimum coupling approximation we are able to describe the life-times associated to the 隨機 演化 from an unstable uniform state to a patterned one. In this way we discuss how two different 生物 mechanisms can be collapsed in one analytical framework.
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