Special study course (Mathematical Science)
| Numbering Code | U-SCI00 45120 GJ55 | Year/Term | 2022 ・ Intensive, year-round | |
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| Number of Credits | 12 | Course Type | ||
| Target Year | 4th year students or above | Target Student | ||
| Language | Japanese | Day/Period | Intensive | |
| Instructor name |
YOSHIKAWA KENICHI (Graduate School of Science Professor) NAMIKAWA YOSHINORI (Research Institute for Mathematical Sciences Professor) IKEDA TAMOTSU (Graduate School of Science Professor) ITOU TETSUSHI (Graduate School of Science Associate Professor) KATOU SHUU (Graduate School of Science Professor) KATOU TSUYOSHI (Graduate School of Science Professor) IRITANI HIROSHI (Graduate School of Science Professor) ITO TETSUYA (Graduate School of Science Associate Professor) ONO KAORU (Research Institute for Mathematical Sciences Professor) KUSUOKA SEIICHIRO (Graduate School of Science Associate Professor) KAJINO NAOTAKA (Research Institute for Mathematical Sciences Associate Professor) MAEKAWA YASUNORI (Graduate School of Science Professor) OZAWA NARUTAKA (Research Institute for Mathematical Sciences Professor) ISO YUUSUKE (Graduate School of Informatics Professor) FUJIWARA HIROSHI (Graduate School of Informatics Associate Professor) MIYAJI TOMOYUKI (Graduate School of Science Associate Professor) MAKINO KAZUHISA (Research Institute for Mathematical Sciences Professor) KAWAMURA AKITOSHI (Research Institute for Mathematical Sciences Associate Professor) KOBAYASHI YUSUKE (Research Institute for Mathematical Sciences Associate Professor) NISHIMURA SUSUMU (Graduate School of Science Associate Professor) HASEGAWA MASAHITO (Research Institute for Mathematical Sciences Professor) INOUE YOSHINARI (Graduate School of Science Assistant Professor) HARADA MASANA (Graduate School of Science Assistant Professor) |
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| Outline and Purpose of the Course | 代数学，幾何学，解析学，応用数学の分野に関連するテキストの講読を行う． | |||
| Course Goals | I群課題研究では数学の専門知識およびその学習方法を学び，II群課題研究ではさらに高度な理解を目指す．III群課題研究では，I群・II群に比べより基礎的な内容の専門書の講読を通して専門知識を習得する． | |||
| Schedule and Contents |
数理科学課題研究はテキストの講読を基本とするが，進め方の違いによって，I群，II群，III群に分けられる． I群課題研究では，提示された標準的テキストの講読を中心に行う．II群課題研究では特に有効性が認められる場合，学生の希望をもとにテキストを選択し講読を行う．III群課題研究では，I群・II群に比べより基礎的な内容のテキストによる講読を行う． |
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| Course Requirements | 数学の基礎的科目を履修していることを前提とする． | |||
| Study outside of Class (preparation and review) | 数理科学課題研究はセミナー形式で行われるため，受講者が発表のための予習および他の学生の発表を理解するための予習・復習を行うことは必須である．また，同じセミナーの学生同士による，セミナー準備のための自主ゼミを強く推奨する． | |||
| Textbooks | Textbooks/References | 数理科学課題研究説明会で提示する． | ||
