タイトル
時間割コード:VB05003 英語シラバス 日本語
Study of Japanese ManagementⅢ[Study of Japanese ManagementⅢ]
 
担当教員
鈴木 香織[SUZUKI KAORI]
開講学部等 国際社会科学府 対象年次   単位数 2 使用言語 英語
開講時期 秋学期 開講曜限   クラス Study of Japanese Management
授業形態 遠隔 授業形態(詳細) オンデマンド 授業方法 講義
特記事項  
ナンバリングコード 実務経験のある教員による授業
授業の目的  
In this class, we offer an intensive crash course in linear algebra, aiming to equip students with the ability to perform calculations by hand, for several managerial and economic topics as practical applications together with hand calculation.
 
授業計画
（項目説明）授業全体のスケジュールを示しています。学修計画を立てる際の参考にしてください。  
1. Matrices and Matrix Operations
2. Inverses
3. Determinants
4. Real Vector Spaces
5. Simultaneous equations and row operations
6. Eigenvalues and Eigenvectors I
7. Eigenvalues and Eigenvectors II
8. Diagonalization
9. Markov Chains I
10. Markov Chains II
11. Leontief Economic Models I
12. Leontief Economivc Models II
13. Age-Specific Population Growth
14. Harvesting of Animal Populations
15. Summery
 
授業時間外の学修内容
（項目説明）授業全体を通して授業前に予習すべき内容、授業後に復習すべき内容を示しています。単位は、授業時間前後の予習復習を含めて認定されます。  
Students enrolled in the course are expected to prepare the designated sections of the textbook each week.
Homework assignments are due by 5:00 p.m. the day before the class meeting of the following week.
 
履修目標
（項目説明）授業で扱う内容（授業のねらい）を示す目標です。より高度な内容は自主的な学修で身につけることを必要としています。  
Consistently demonstrates exceptional understanding and application of mathematical concepts, communicates effectively, actively participates, and completes assignments with high accuracy and timeliness.
 
到達目標
（項目説明）授業を履修する人が最低限身につける内容を示す目標です。履修目標を達成するには、さらなる学修を必要としている段階です。  
Shows basic understanding and application of mathematical concepts, communicates adequately but may lack clarity at times, participates passively, and completes assignments with some accuracy and timeliness.
 
成績評価の方法
（項目説明）成績評価の方法と評価の配分を示しています。  
Participation in class (Q&A) (20%), exercises / homework(50%), final report(30%)
 
成績評価の基準 -ルーブリック-
（項目説明）授業別ルーブリックでは評価の項目と、成績評価の基準との関係性を確認できます。（表示されない場合もあります。）  
【成績評価の基準表】
秀(S)優(A)良(B)可(C)不可(F)
履修目標を越えたレベルを達成している履修目標を達成している履修目標と到達目標の間にあるレベルを達成している到達目標を達成している到達目標を達成できていない
履修目標：授業で扱う内容（授業のねらい）を示す目標
到達目標：授業において最低限学生が身につける内容を示す目標
【授業別ルーブリック】
評価項目評価基準
期待している以上である十分に満足できる(履修目標)やや努力を要する努力を要する(到達目標)相当の努力を要する
Basic mathematical conceptsWell understand the mathematical concepts used in linear algebra and be able to perform calculations properly, and carry out by applying those concepts and theories deeply.Well understand the mathematical concepts used in linear algebra and be able to perform calculations properly, and carry out the data analysis by applying those concepts and theories.Understand the mathematical concepts used in linear algebra and be able to perform calculations properly, and carry out the data analysis by applying those concepts and theories.Understand the basic mathematical concepts used in linear algebra and be able to apply those concepts to data analysis.Don't nderstand the basic mathematical concepts used in probability theory and be able to apply those concepts to data analysis.
Application of linear algebraAs an application of linear algebra, various problems in economics and business studies are well formulated as mathematical problems and solved accurately by hand. Detailed explanations of the solutions can be provided in English to thoroughly explain the reasoning behind the answers deeply. As an application of linear algebra, various problems in economics and business studies are formulated as mathematical problems and solved accurately by hand. Detailed explanations of the solutions can be provided in English to thoroughly explain the reasoning behind the answers. As an application of linear algebra, various problems in economics and business studies are formulated as mathematical problems and solved accurately by hand. Detailed explanations of the solutions can be provided . As an application of linear algebra, various problems in economics and business studies are formulated as mathematical problems and solved accurately by hand. As an various problems in economics and business studies are not formulated as mathematical problems and solved accurately by hand. Detailed explanations of the solutions can be provided in Japanese to thoroughly explain the reasoning behind the answers.
 
授業の方法
（項目説明）教員が授業をどのように進めるのか、課題提出などの情報もあわせて示しています。  
Prospective registrants are required to obtain permission from the teacher via email (suzuki@ynu.ac.jp) before day of the first class session.
Classes will be conducted via Zoom. Please pay attention to the email sent before the first class session, as it will contain the meeting ID and password for access.
 
教科書  
教科書1 ISBN 9781118434413
書名 Elementary linear algebra : applications version
著者名 Anton, Howard,Rorres, Chris,Howard Anton, Chris Rorres 出版社 John Wiley & Sons 出版年 c2014
 
教科書補足  
-
 
参考書  
参考書1 ISBN -
書名
著者名 出版社 出版年
 
参考書補足  
The PowerPoint slides used during the class will be converted to PDF and uploaded after the class.
 
履修条件および関連科目
（項目説明）この授業を履修するにあたってあらかじめ履修が必要な授業，並行して履修することによって学修効果を高める授業などを示しています。  
A high school level knowledge of mathematics (including limitation, vector etc.) is required.
 
キーワード  
mathematics
 
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