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Teacher name : FUJII Akihiro
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Academic year
2025Year
Term
First Semester
Course title
Special Topics in Parallel Algorithms
Class type
Lecture
Course title (ENG)
Special Topics in Parallel Algorithms
Class code・Class name・Teaching forms
Z1900024 Special Topics in Parallel Algorithms
Instructor
FUJII Akihiro
Credits
2.0Credits
Day and Time
Wed.3Period
Campus
Shinjuku Campus
Location
A-1161教室
Relationship between diploma policies and this course
A) A high degree of specialized expertise 100%
B) The skills to use science and technology 0% C) The ability to conduct research independently, knowledge pertaining to society and occupations, and sense of ethics required of engineers and researchers 0% D) Creative skills in specific areas of specialization 0% Goals and objectives
This lecture provides knowledge about graduate-level linear algebra and optimization. The lecture focuses on knowledge that is related with machine learning applications.
Prerequisites
Members of the class are assumed to have basic knowledge of linear algebra.
Method Using AL・ICT
Other
Class schedule
In the lecture, students read the text book beforehand, and make a presentation on the contents in turn every week.
Subjects are as follows. Numbers show the order of lecture hours. 1-3. matrix vector product, orthorgonal vectors, norm, singular value decomposition 4-5. QR factorization, least squares method 6-8. condition number, robustness 9-10. linear equation 11-12. eigenvalue 13-14. Optimization Evaluation
Reports about allocated chapters of the text book are graded.
Feedback for students
The uncompleted parts on the class report will be feed backed.
Textbooks
No book is specified.
Reference materials
- Linear algebra and optimization for machine learning , C. C. Aggarwal, Springer.
- Numerical Linear Algebra, Lloyd N. Trefethen, David Bau. SIAM. Office hours and How to contact teachers for questions
Office hour is from 1:30 PM to 2:30 PM on Tuesday.
Room number is A2476. Message for students
Numerical linear algebra forms a basis of many practical applications including machine learning.
Preperations and review of this lecture will help students understand the concepts of linear algebra fully. Course by professor with work experience
Not applicable
Work experience and relevance to the course content if applicable
Teaching profession course
Informatics Program
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