iTHEMS集中講義-Evolution of Cooperation
4 イベント
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講演会・レクチャー
iTHEMS Intensive Course [5] : "Adaptive strategies of organisms, their mathematical bases" - Evolution of cooperation
2020年6月26日(金) 13:30 - 15:00
巌佐 庸 (数理創造プログラム 特別顧問 / 関西学院大学 教授 / 九州大学 名誉教授)
Living systems exhibit features distinct from nonliving physical systems: their structure and behaviors appear to be chosen adaptive. They are the outcomes of evolution. Mathematical formalisms developed in engineering and social sciences (e.g. control theory, game theory, evolutionary game theory) are sometimes very useful in biology.
会場: via Zoom
イベント公式言語: 英語
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講演会・レクチャー
iTHEMS Intensive Course [3] : "Adaptive strategies of organisms, their mathematical bases" - Masting, synchronized reproduction of trees: Coupled chaotic system
2020年6月25日(木) 13:30 - 14:30
巌佐 庸 (数理創造プログラム 特別顧問 / 関西学院大学 教授 / 九州大学 名誉教授)
Living systems exhibit features distinct from nonliving physical systems: their structure and behaviors appear to be chosen adaptive. They are the outcomes of evolution. Mathematical formalisms developed in engineering and social sciences (e.g. control theory, game theory, evolutionary game theory) are sometimes very useful in biology.
会場: via Zoom
イベント公式言語: 英語
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講演会・レクチャー
iTHEMS Intensive Course [2] : "Adaptive strategies of organisms, their mathematical bases" - Dynamic optimization models for growth and reproduction
2020年6月19日(金) 13:30 - 15:00
巌佐 庸 (数理創造プログラム 特別顧問 / 関西学院大学 教授 / 九州大学 名誉教授)
Living systems exhibit features distinct from nonliving physical systems: their structure and behaviors appear to be chosen adaptive. They are the outcomes of evolution. Mathematical formalisms developed in engineering and social sciences (e.g. control theory, game theory, evolutionary game theory) are sometimes very useful in biology.
会場: via Zoom
イベント公式言語: 英語
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講演会・レクチャー
iTHEMS Intensive Course [1] : "Adaptive strategies of organisms, their mathematical bases" - Sex expression and sex allocation of marine organisms
2020年6月18日(木) 13:30 - 15:00
巌佐 庸 (数理創造プログラム 特別顧問 / 関西学院大学 教授 / 九州大学 名誉教授)
Living systems exhibit features distinct from nonliving physical systems: their structure and behaviors appear to be chosen adaptive. They are the outcomes of evolution. Mathematical formalisms developed in engineering and social sciences (e.g. control theory, game theory, evolutionary game theory) are sometimes very useful in biology.
会場: via Zoom
イベント公式言語: 英語
4 イベント