MATH2060A - Mathematical Analysis II - 2019/20

Announcement

• Quiz 1 will be held on the date of Quiz 2
• Quiz 2 will be postponed
• (20 Feb)TA: please see the attached for tutorial arrangement [Download file]
• *** a typo in the newest lecture notes. The integral \int_0^{\infty} e^{-1/x^2}dx should be infinite.
• There will be no tutorials in Apr 30

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General Information

Lecturer

• Cheung Leung Fu
  • Office: LSB 209
  • Tel: 39437961
  • Email:
  • Office Hours: by appointment

Teaching Assistant

• Liu Cheuk Lik
  • Office: LSB G06
  • Tel: 39437962
  • Email:
• Lo Chiu Hong
  • Office: LSB 228
  • Tel: 39437955
  • Email:

Time and Venue

• Lecture: Tues. 16:30 - 18:15; Thur. 16:30 - 17:15

Textbooks

• Bartle & Sherbert, Real Analysis

Lecture Notes

• Notes 1
• Notes 2
• zoom lecture 1-2060a
• zoom lecture wk2-1
• zoom lecture wk2-2
• correction to zoom lecture wk2-2
• zoom lecture wk3-1&2 (pls check for typos)
• zoom lecture wk4-1
• zoom lecture wk4-2
• zoom lecture wk5-1
• zoom lecture wk5-2
• zoom lecture wk6-1
• zoom lecture wk6-2
• zoom lecture wk7-8.1
• zoom lecture wk 8-2 (pending)
• zoom lecture wk 9-1

Tutorial Notes

• tutorial notes 1 by C.L. Liu
• tutorial 2
• tutorial 3
• tutorial 4
• tutorial 5 (added one remark to first example)
• tutorial 6
• tutorial 7
• tutorial 8
• tutorial 9 (quiz 1 solution, Q5 solution corrected)
• tutorial 10

Assignments

• HW1 (paper based) (due date: 3 Feb. 2020)
• HW2_v2 (due: 28 Feb.. 2020)
• HW3_v1 (due date: 18 Mar. 2020) (pls check for typos)
• HW4_v1-1 (typo in Q4 corrected - limiting fn is f')

Solutions

• Solution of HW1
• Solution of HW2
• Solution of HW3
• Solution of HW4 (Part I)
• Solution of HW4 (Part II)
• Solution of Quiz 2

Assessment Scheme

Homwork		10%
Qz 1 (originally 13 Feb.) (postponed to 19 Mar.)		---%
Quizz 1 (19 Mar.)		20%
Quizz 2 (to be announced)		20%
Final Exam		50%

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Assessment Policy

Last updated: April 27, 2020 16:45:47