报告题目： Mathematical and computational approaches to spatial modelling in ecology: II

报告时间：2019年12月4日，星期三，上午 09:00-12:00

报告地点：数学楼2-3会议室

报告人: Prof. Fugo Takasu，日本奈良女子大学

Abstract:

      In this course, I present various approaches to model spatial population dynamics in ecology. Mathematical models of population dynamics describe how population size in focus changes with time. These are usually given as ordinary differential equations in continuous time or difference equations in discrete time. These "non-spatial" models can be extended to be "spatial" where spatial distributions of populations are explicitly considered, e.g., lattice models in discrete space or reaction diffusion models in continuous space. Apart from these analytical models, or equation-based models, spatial population dynamics can be algorithmically described as point pattern dynamics where a point pattern changes with time by birth and death (and movement) of points as individuals in continuous space. I present a general way to implement point pattern dynamics as a simulation model and discuss how analytical models and algorithmic models are related to each other.

报告人简介：

   Fugo Takasu教授于毕业于日本京都大学的生物物理专业（Biophysics），获理学博士学位，1994年开始在日本奈良女子大学工作。主要研究兴趣是生物数学，特别是人口和进化动力学。已在包括 Nature Communications, PLoSONE, Journal of Theoretical Biology, Behavioral Ecology, Population Ecology, Journal of Ethology, Biological Journal of the Linnean Society, Applied Entomology and Zoology, Journal of Evolutionary Biology, Ecology and Evolution等国际著名刊物发表英文论文50余篇，其成果被同行广泛引用，主持了多项日本国家科研基金项目。曾获得数学生物学会和日本数学生物学会2007年Akira Okubo奖和日本生态学会2007年生态研究奖。此外，Fugo Takasu教授还担任Population Ecology的编委，以及Journal of Ethology，Ornithological Science等学术期刊的副主编，也是日本数学生物学学会指导委员会委员。Fugo Takasu教授与中国学者也有广泛交流与合作。