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A Historical Study on the Representations of Diffusion Phenomena in Mathematical Models for Population Changes of Biological Species
생물 종의 개체 수 변화를 기술하는 수학적 모델의 확산현상 표현에 대한 역사적 고찰
2016
Journal for History of Mathematics
생물 종의 개체 수 변화를 기술하는 수학적 모델의 확산현상 표현에 대한 역사적 고찰
In mathematical population ecology which is an academic field that studies how populations of biological species change as times flows at specific locations in their habitats, PDE models have been studied in many aspects and found to have different properties from the classical ODE models. And different approaches to PDE type models in mathematical biology are still being tried currently. This article investigate various forms to express diffusion effects and review the history of PDE models
doi:10.14477/jhm.2016.29.6.353
fatcat:oxw5x3g4rrcaxkzym3ynll3tyy