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Fields Medical Life Sciences Information Communication Environment Nanotechnology / Materials Energy Manufacturing Technology Social Infrastructure Frontier Liberal Arts Themes Researchers JP Top Life Sciences Mathematical Biology Mathematical Biology JAPANESEINQUIRY update：2020/06/16       NEXT PREV Features and Uniqueness Principal subject of our study is the mathematical model analysis to make clear or present the point at issue for scientific discussion about real biological/social phenomena, or to promote the advanced theoretical research: what theoretical problem about target phenomenon is treated, how the problem is mathematically modeled, what mathematical analysis is applied for the model, and how the mathematical result is lead to the discussion in biological/social science. Keywords mathematical model modeling applied mathematics Ecology population dynamics Researchers Graduate School of Information Sciences Hiromi Seno, ProfessorDoctor of Science Laboratory Website researchmap Laboratory Website researchmap Related Information H. Seno and T. Kohno, 2012. A mathematical model of population dynamics for Batesian mimicry system, J. Biol. Dyn., 6(2): 1034-1051. [DOI:10.1080/17513758.2012.672659]Seno, H., 2010. Native intra- and inter-specific reactions may cause the paradox of pest control with harvesting, J. Biol. Dyn., 4(3): 235-247. Browsing History User Who Reviewed This Content Also Reviewed “HYDRIDE" Researches for Energy Applications [ Shin-Ichi Orimo Professor ] [ Chikashi Ishioka Professor ] Visual Computing with Secure ICT in the Big Data Era [ Takafumi Aoki Professor ] Research Profiles ©TOHOKU UNIVERSITY How to Use FAQ For Researchers Site Policy [jp] ©TOHOKU UNIVERSITY Fields Medical Life Sciences Information Communication Environment Nanotechnology / Materials Energy Manufacturing Technology Social Infrastructure Frontier Liberal Arts Fields Themes Researchers 日本語 ENGLISH Close