UTS homeUTS:One Stop Student Admin
Access Conditions

1 Stop Banner
35005 Lebesgue Integration and Fourier Analysis

35005 Lebesgue Integration and Fourier Analysis

Requisite(s)

Requisite rule: ((1 AND (2 OR 2a OR 2b)) OR (3))
ItemTypeDetails
1 Academic requisite 35007 Real Analysis
2 Academic requisite 33230 Mathematics 2
2a Academic requisite 33290 Statistics and Mathematics for Science
2b Academic requisite 37132 Introduction to Mathematical Analysis and Modelling
3 Admission requisite Admission into C04265 Master of Science (Extension)

Note: See also the information on understanding subjects in the UTS: Handbook.

The requisites for this subject, displayed above, are enforced when you attempt to enrol in the subject using My Student Admin. If you believe that your circumstances justify the requisites being waived in your particular case, you may submit an e-Request. Separate requests must be submitted for each of the three types of requisites any or all of which may be blocking your enrolment. The three types are Academic, Admission and Other Requisite. If your request is approved you will be notified, and you will then be able to enrol in the subject normally. Please read any advice displayed below, and only submit an e-Request if you believe you meet the specified criteria.