Linear Algebra I & Math. Tutorial 1b
(G30 Program, Nagoya University, Fall 2024)
Materials
Grading:
The grading will be based on Homework (30%), Midterm exam (30%) and Final exam (40%).
Course schedule:
Lecture:
Course Overview:
The following gives an overview of the topics we will cover each week.
Week 01 (09/30-10/06): Introduction & Linear systems
Week 02 (10/07-10/13): Matrices and vectors
Week 03 (10/14-10/20): Sets and functions
Week 04 (10/21-10/27): Linear maps
Week 05 (10/28-11/03): Linear maps in geometry
Week 06 (11/04-11/10): Matrix multiplication (No lecture on November 8th. Video-on-demand instead)
Week 07 (11/11-11/17): The inverse of a linear map
Week 08 (11/18-11/24): Midterm Exam (22nd November 2024, 13:00)
Week 09 (11/25-12/01): Subspaces, Kernel & Image
Week 10 (12/02-12/08): Subspaces, Kernel & Image II, Linear independence I
Week 11 (12/09-12/15): Linear independence II & Bases I
Week 12 (12/16-12/22): Bases II & Dimension, 🎄 20th December: Christmath challenge 2024 in the lecture 🎄
Week 13 (12/23-12/29): 🎅 Tutorial on 24th but no lecture on Friday 27th 🎅
☃️ Winter Vacation (12/28-01/08) ☃️
Week 14 (01/06-01/12): Coordinates
Week 15 (01/13-01/19): Orthonormal bases & The Gram-Schmidt algorithm
Week 16 (01/20-01/26): Orthogonal projection, Least square approximation
Week 17 (01/27-02/06): Final Exam (31st January 2025, 13:00)
Last update: 1st February 2025
- Contact me if you want the materials.
Grading:
The grading will be based on Homework (30%), Midterm exam (30%) and Final exam (40%).
Course schedule:
Lecture:
- Time: Friday 3rd period (13:00 - 14:30).
- Place: C15
- Time: Tuesday first half of 3rd period (13:00 -13:45).
From 13:45 - 14:30, there will be Tutorial 1a (Calculus I). - Room: A407
Course Overview:
The following gives an overview of the topics we will cover each week.
Week 01 (09/30-10/06): Introduction & Linear systems
Week 02 (10/07-10/13): Matrices and vectors
Week 03 (10/14-10/20): Sets and functions
Week 04 (10/21-10/27): Linear maps
Week 05 (10/28-11/03): Linear maps in geometry
Week 06 (11/04-11/10): Matrix multiplication (No lecture on November 8th. Video-on-demand instead)
Week 07 (11/11-11/17): The inverse of a linear map
Week 08 (11/18-11/24): Midterm Exam (22nd November 2024, 13:00)
Week 09 (11/25-12/01): Subspaces, Kernel & Image
Week 10 (12/02-12/08): Subspaces, Kernel & Image II, Linear independence I
Week 11 (12/09-12/15): Linear independence II & Bases I
Week 12 (12/16-12/22): Bases II & Dimension, 🎄 20th December: Christmath challenge 2024 in the lecture 🎄
Week 13 (12/23-12/29): 🎅 Tutorial on 24th but no lecture on Friday 27th 🎅
☃️ Winter Vacation (12/28-01/08) ☃️
Week 14 (01/06-01/12): Coordinates
Week 15 (01/13-01/19): Orthonormal bases & The Gram-Schmidt algorithm
Week 16 (01/20-01/26): Orthogonal projection, Least square approximation
Week 17 (01/27-02/06): Final Exam (31st January 2025, 13:00)
Last update: 1st February 2025