講義科目名		環境システム数理解析
講義題目		Mathematical Analysis of Environmental System
授業科目区分		専攻授業科目又は関連授業科目(major courses or related courses)
開講年度		2016
開講学期		後期
曜日時限		後期 木曜日 ２時限
必修選択		学府要項を確認のこと。(refer to the Guidelines for IGSES)
単位数		2.0
担当教員		谷本　潤
開講学部・学府		総合理工学府
対象学部等		総合理工学府(IGSES)
対象学年		修士課程(Master’s Program)
開講地区		筑紫地区
その他 （自由記述欄）

履修条件		N/A
授業概要		First off, students are demanded to understand how an 　environmental system can be described by a set of system-state equations, which is able to re-write into a single vector-matrix equation expressing the dynamics of the filed. As the second aim, they are requested to acquire practical procedures to solve a set of system-state equations through various numerical approaches. We take, in this particular class, Diffusion Equation as an example for linear systems as well as Evolutionary Game Dynamics (EGD) as an example for non-linear systems. EGD can be one of typical mathematical models covering wide variety of environmental problems.  First off, students are demanded to understand how an 　environmental system can be described by a set of system-state equations, which is able to re-write into a single vector-matrix equation expressing the dynamics of the filed. As the second aim, they are requested to acquire practical procedures to solve a set of system-state equations through various numerical approaches. We take, in this particular class, Diffusion Equation as an example for linear systems as well as Evolutionary Game Dynamics (EGD) as an example for non-linear systems. EGD can be one of typical mathematical models covering wide variety of environmental problems.
全体の教育目標
個別の教育目標
授業計画
キーワード		system-state equations, Diffusion Equation, Evolutionary Game Dynamics
授業の進め方		A student should download the material from the web-site; http://ktlabo.cm.kyushu-u.ac.jp/e/
テキスト		Jun Tanimoto; Mathematical Analysis of Environmental Systems, Springer
参考書		N/A
学習相談		Anytime, a student can access to; tanimoto@cm.kyushu-u.ac.jp
試験／成績評価の方法等		A student is evaluated by a final written exam.
その他
添付ファイル
更新日付		2016-03-31 08:23:01.438