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PEAK 科目 講義題目 授業の目標概要 講義題目 授業の目標概要 講義題目 授業の目標概要 講義題目 授業の目標概要 30753 30959 31023 31212 Introductory course in linear algebra Phenomena in natural and social sciences are usually complicated, and seldom described by linear equations. However, Linear Algebra is still powerful and effective in describing essential parts of the phenomena by linear approximation. Thus Linear Algebra has vast applications. Linear Algebra will further provide basics for considering linear spaces that appear in quantum mechanics or Fourier analysis. The ideas in Linear Algebra are broadly utilized in sciences and engineering, including agriculture, medicine, and economy, as well as in mathematics and physics. Although Linear Algebra is simple and clear in theory, one needs to be familiar with abstract concepts in mathematics to properly deal with it in practice. It is important for students to keep on deepening their understanding by working with exercise and related problems. Tokugawa Cities This course will explore the three most important cities of Tokugawa Japan: Edo, Kyoto and Osaka. These three cities were among the largest of the early modern world and were home to a vibrant urban culture. Edo, the shogun’s capital, was nothing but a small fishing village in the early 1600s but, within a century, grew to probably the largest city in the world with over a million people. Kyoto was the imperial capital, famous for its temples and the arts. Osaka was a merchant’s city, full of economic activity dominated by the growth of a money economy. While roaming the streets of these three cities, students will be asked to think about how people lived, worked and played. What did they think about the city around them? Who performed the labour to build such cities? And, where did they go to have fun? In order to explore these questions in class the use of maps, primary sources, screen paintings, prints, films, and short stories will be utilized. Introduction to regionalism: how do states cope with neighbors? Regions have been increasingly important to analyze international cooperation, partly because each region has distinctive features affecting nature of cooperation. This course aims to understand how states cope with their neighbors. Beginning with introduction of theoretical perspectives on regionalism, this course invites a wide range of issues on regionalism; from security to economic, and other issue areas. It also gives opportunities to share phenomenon of regionalism in various regions; Europe, Americas, Africa, Middle East, Asia. calculus) Multivariable calculus This course covers the differentiation and integration of a function of several variables. It mainly consists of three parts: partial derivatives, multiple integrals and vector calculus. Improper integral for single variable function, implicit function theorem will also be taught. Some applications of these mathematical concepts will be introduced. This course is a continuation of the single-variable Calculus that I taught in Autumn of 2020. PEAK前期 PEAK前期 PEAK前期 PEAK前期 時間割コード 時間割コード 時間割コード 時間割コード 開講 全学自由研究ゼミナール開講 全学自由研究ゼミナール(PEAK) (Multivariable 開講 全学自由研究ゼミナール(PEAK) (Tokugawa Cities) 開講 全学自由研究ゼミナール(PEAK) (Introduction to S (PEAK) (Introductory course in linear algebra) S S S regionalism: how do states cope with neighbors?) 授業科目名 授業科目名 授業科目名 授業科目名 担当教員 松尾 厚 担当教員 担当教員 バクスター,ジョシュア 担当教員 鈴木 早苗 鮑 園園 所属 所属 所属 所属 水 3 木 3 木 5 金 4 曜限 対象 1年 文科 理科 2年 文科 理科 曜限 対象 1年 文科 理科 2年 文科 理科 曜限 対象 1年 文科 理科 2年 文科 理科 曜限 対象 1年 文科 理科 2年 文科 理科

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