Announcement

• Mid-test time: June 6, 9:30-12:00, LSB LT3
• Final Exam time: June 29, 9:30-12:00, LSB LT3

General Information

Lecturer

• Ryosuke, TAKAHASHI
  • Office: AB1 409
  • Tel: 39433718
  • Email:

Teaching Assistant

• Jie, CHEN
  • Office: AB1 407a
  • Email:
• Siyi, Wang
  • Office: AB1 407b
  • Tel: 53715209
  • Email:

Time and Venue

• Lecture: M 9:30-12:15, LSB LT3; W 9:30-12:15, LSB LT3
• Tutorial: M 12:30-13:15, LSB LT3; W 12:30-13:15, LSB LT3;

Course Description

Vector-valued functions, properties of curves, partial derivatives and its applications, Lagrange multipliers, Taylor series, and implicit function theorem.

Textbooks

• Thomas' Calculus (12th Edition), by Thomas, Weir, and Hass, of Pearson

References

• Differential Geometry of Curves and Surfaces, by M. P. Do Carmo
• Differential Equations, Dynamical Systems and An Introduction to Chaos (2nd Edition), by M. W. Hirsch, S. Smale, R. L. Devaney

Lecture Notes

• Notes 1
• Notes 2
• Notes 3
• Notes 4
• Notes 5
• Notes 6
• Notes 7
• Notes 8
• Notes 9
• Notes 10
• Notes 11

Tutorial Notes

• Tutorial Notes 1_2016.5.16
• Tutorial Notes 2_2016.5.18
• Tutorial Notes 3_2016.5.23
• Tutorial Notes 3_classification of second-order surfaces
• Format of Homework_2016.5.25
• Tutorial Notes 4_2016.5.25
• Tutorial Notes 4_example of calculating curvature
• Tutorial Notes 5_2016.5.30
• Tutorial Notes 6_2016.6.1
• Tutorial Notes 7_2016.6.8
• Tutorial Notes 8_2016.6.13
• Tutorial Notes 9_2016.6.15
• Tutorial Notes 10_2016.6.22
• Tutorial Notes 11_2016.6.27

Assignments

• Homework requirement
• Homework 1
• Homework 2
• Homework 3
• Homework 4
• Homework 5
• Please submit your hw to TA Mr. Wang

Quizzes and Exams

• Midterm-test Answers

Assessment Scheme