1年 文科 理科 2年 文科 理科 水 3 ル(PEAK)(数学I②)(MathematicsI②) Ｓ 1年 文科 理科 金 4 2年 文科 理科 PEAK科目 時間割コード 時間割コード 時間割コード リチャード シェフバクスター，ジョシ 30745 講義題目 授業の目標概要 31222 Ｓ 講義題目 授業の目標概要 30560 講義題目 授業の目標概要 開講 授業科目名 全学自由研究ゼミナー開講 授業科目名 統計学(PEAK) 開講 授業科目名 歴史(PEAK) Ｓ PEAK: Mathematics I (Spring 2022) – Multivariable Calculus Based on calculus for single variable functions we learned last semester, we continue to study calculus for multivariable functions. In particular, we will extend many of the basic concepts we learned so far to functions of two or more variables. Although many of the ideas that we developed for single variable functions will carry over naturally, there exist intrinsic differences between single and multivariable functions. So sometimes we need new tools and new ideas. In this course we introduce partial derivatives, multiple integrals, and their applications. Fundamentals of Statistics To provide students with a basic knowledge of probability and statistics, and to introduce students to scientific programming using R, the statistical programming language. History of Modern Japan This course is designed to introduce students to the history of Japan from the Tokugawa period until the end of the twentieth century. As a survey course, the content will focus on major historical events such as the Meiji Restoration, the colonization of Korea, the rise of fascism, the fifteen-year war, the postwar economic recovery, and the bursting of the bubble in the 1990s. The use of translated primary sources and films will be used to supplement the readings. The objective is to offer students a traditional historiography of Japan and to introduce them to prominent historical figures through readings of primary sources. Thus the structure of the course will follow the familiar narrative of western modernization, militarization and the postwar economic miracle so that students will have a strong foundation on which to later form a critique of this history in their senior courses. 担当教員 河野 俊丈 担当教員 ァーソン 担当教員 ュア PEAK前期 PEAK前期 PEAK前期 所属 曜限 所属 曜限 所属 曜限 火 5 対象 対象 対象 1年 文科 理科 2年 文科 理科
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