単位数: 2. 担当教員: 槙原 幹十朗. 開講年度: 2024. 科目ナンバリング: TMA-MEE204E. 開講言語: English.
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Google Classroomのクラスコードは工学部Webページにて確認すること。
学部シラバス・時間割(https://www.eng.tohoku.ac.jp/edu/syllabus-ug.html)
The class code for Google Classroom can be found on the Web site of
the School of Engineering:
https://www.eng.tohoku.ac.jp/edu/syllabus-ug.html (JP Only)
Please check the following site for class code.
(https://www.eng.tohoku.ac.jp/edu/syllabus-ug.html)
１．Class subject
NUMERICAL ANALYSIS is intended to be an advanced study of linear algebra and numerical analysis.
２．Object and summary of class
To obtain the knowledge of advanced level of linear algebra is the object of the class.
Moreover, to understand the concepts and develop relevant calculation abilities is the object.
Applications to several engineering issues are included.
３．Goal of study
To master the application of linear algebra and numerical analysis is the goal of study.
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This course is an advanced lecture of linear algebra. Thus, only students who have enough knowledge of linear algebra can apply for this class. Otherwise, it is strongly recommended that thorough review of basic linear algebra should be done.
本講義は，Google Classroomを用いて開講する．
This class will be conducted by using Google Classroom.
本講義は，Google Classroomを用いて開講する．
This class will be conducted by using Google Classroom.
The contents and schedule are as shown below:
1. Vector and metric space 1
2. Vector and metric space 2
3. Basic of matrix 1
4. Basic of matrix 2
5. Simultaneous equation and its solution 1
6. Simultaneous equation and its solution 2
7. Summary achievement check
8. Method of least squares 1
9. Method of least squares 2
10. Eigenproblem 1
11. Eigenproblem 2
12. Eigenproblem 3
13. Positive definite matrix 1
14. Achievement check
15. Summary
* The contents and schedule are as shown, but subject to change depending on political and other circumstances.
到達目標や授業内容に応じた準備学習が求められる．履修者が自ら主体的に計画と目標を立て，自律的に準備学習に取り組むことを期待する．授業時間は限られているので，自主学習が重要になる．手を動かして式を導きながら教科書を何回も熟読すること．
Students are required to prepare for class according to the goal and contents of each class. Students are strongly expected to voluntarily develop a plan and goals and to undertake preparatory learning. The session time is limited and therefore self-directed learning is important. Students are required to prepare and review for two hours in each class. Students should read repeatedly and derive equations in the textbook by themselves.
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* A student absent more than 5 sessions will not be given any credit.
* Submitted reports, attendance, and examinations are evaluated.
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* Office hours are from 13:00 to 13:30 on Wednesdays. Make an appointment in advance via e-mail or other means.
* The contact information for the lecturer will be given in class.
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