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MH4100 REAL ANALYSIS II

This is the second of two courses on Real Analysis. The course aims to present a rigorous treatment of the principal topics of real analysis, such as Lebesgue measure, Lebesgue integrals, differentiation, convexity, and normed linear spaces, and to illustrate the power of the subject through a variety of applications. After learning this course, you will be able to make connections between the abstract settings and the concrete problems studied in various courses in calculus and probability theory.

Academic Units4
Exam ScheduleTue Apr 29 2025 00:00:00 GMT+0000 (Coordinated Universal Time) 17:00-19:00
Grade TypeLetter Graded
Department MaintainingMATH(SPS)
Prerequisites

MH2100 & MH3100 OR CY1602 & MH3100 OR MH1803 & MH3100

Prerequisites Tree

MH4100requiresone ofall ofall ofall ofMH3100MH1803MH3100CY1602MH3100MH2100

Indexes

IndexTypeGroupDayTimeVenueRemark
70641LEC/STUDIOLEWED0830-0920SPMS-TR+18Teaching Wk1,2,4-13
70641LEC/STUDIOLEWED0830-0920ONLINETeaching Wk3
70641LEC/STUDIOLEMON1130-1320ONLINETeaching Wk3
70641LEC/STUDIOLEMON1130-1320SPMS-TR+18Teaching Wk1,2,4-13
70641TUTTWED0930-1020SPMS-TR+18Teaching Wk2,4-13
70641TUTTWED0930-1020ONLINETeaching Wk3

Course Schedule

0930

1030

1130

1230

1330

1430

1530

1630

1730

MON

MH4100

LEC/STUDIO | ONLINE

Teaching Wk3

MH4100

LEC/STUDIO | SPMS-TR+18

Teaching Wk1,2,4-13

TUE
WED

MH4100

LEC/STUDIO | SPMS-TR+18

Teaching Wk1,2,4-13

MH4100

TUT | SPMS-TR+18

Teaching Wk2,4-13

MH4100

LEC/STUDIO | ONLINE

Teaching Wk3

MH4100

TUT | ONLINE

Teaching Wk3

THU
FRI
SAT

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