Combined Program in Software Engineering and Science Example BE SE BSc Math Program
Program Revision The SE program was revised in 2004 and 2006. First year computing (COMP) courses were revised in 2007. Revision has less effect than most students expect. The general principle is that revision is not intended to be retrospective. | UAC code |
425014 |
| Program code |
3651 |
| Plan |
SENGA13651, MATHM13651 |
| Revisions |
1999, 2004 |
Understanding the BE SE BSc Math Program
Programs are usually listed in the handbook as sequence of stages, or years. The BE SE BSc Math program will be listed that way a little later, but it is perhaps easier to understand the requirements for the program in terms of core requirements and elective requirements as shown in the following table.
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| Electives | uoc |
| SE electives |
452 |
| Mathematics electives |
36 |
| Level 1 Science elective |
6 |
| Level 2 or 3 Science elective |
3 |
| SE or Level 3 Science electives |
6 |
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| 120 |
24 |
96 |
| Total 240 |
Notes:
- Mathematics requires MATH2801/2901, which therefore replaces MATH2859 of the standard SE program.
- Since the revision in 2003, Project Management has changed from a 3uoc course (COMP3710) to a 6uoc course (COMP3711). Consequently the SE electives have had to be cut from 48uoc to 45uoc.
Staged Program
Possible stages of the combined program are shown below. Courses may be arranged in any suitable order, subject to satisfaction of prerequisites and corequisites. It makes some sense to take the courses shown in stages 1&2 in the first two years. Of course, some arrangements may produce timetable conflicts.
All programs should be approved by the Faculty of Science and the School of Mathematics.
| Stage 1 |
| Course No | Course Name | S1 | S2 |
| COMP1917 |
Higher Computing 1 |
6 |
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Mathematics 1A |
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Higher Mathematics 1A |
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|
6 |
|
| MATH1081 |
Discrete Mathematics |
6 |
|
| INFS1603 |
Business Data Management |
6 |
| SENG1031 |
Software Engineering Workshop 1 |
|
6 |
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Mathematics 1B |
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Higher Mathematics 1B |
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|
6 |
| COMP1927 |
Higher Data Structures & Algorithms |
|
6 |
|
Level 1 Science electives |
6 |
| Total |
 |
 |
|
|
| Stage 2 |
| Course No | Course Name | S1 | S2 |
| SENG2010 |
Software Engineering Workshop 2A |
3 |
|
| SENG2020 |
Software Engineering Workshop 2B |
|
3 |
| COMP2111 |
System Modelling and Design |
6 |
|
| COMP2911 |
Engineering Design in Computing 2 |
6 |
| COMP2121 |
Microprocessors and Interfacing |
6 |
| COMP3711 |
Project Management |
|
6 |
| INFS2603 |
System Analysis & Design |
6 |
|
| MATH2011 |
Several Variable Calculus |
6 |
|
| MATH2501 |
Linear Algebra |
|
6 |
| Total |
 |
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| Stage 3 |
| Course No | Course Name | S1 | S2 |
| SENG3010 |
Software engineering Workshop 3A |
3 |
|
| SENG3020 |
Software Engineering Workshop 3B |
|
3 |
| COMP3141 |
Software System Design & Implementation |
6 |
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Computer Networks and Applications |
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Infrastructure and Security |
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|
6 |
| MATH2120 |
Mathematical Methods for Differential Equations |
|
3 |
| MATH2520 |
Complex Analysis |
|
3 |
|
SE Electives1 |
212 |
|
Level 2 or 3 Science electives |
3 |
| Total |
 |
 |
|
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| Stage 4 |
| Course No | Course Name | S1 | S2 |
| MATH2801 |
Theory of Statistics |
6 |
|
|
Mathematics electives |
36 |
|
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Level 3 Science electives or |
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| |
SE Electives |
|
|
6 |
| Total |
 |
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| Stage 5 |
| Course No | Course Name | S1 | S2 |
|
Industrial Training |
|
| SENG4910 |
Thesis part A |
6 |
|
| SENG4911 |
Thesis part B |
|
12 |
| SENG4921 |
Professional Issues and Ethics |
6 |
|
|
SE Electives |
24 |
| Total |
 |
 |
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Notes
- The 8 options (48 uoc) for stages 3 and 4 are chosen from a list that includes all third and fourth stage COMP, INFS courses and some MATH courses. See SE electives.
- SE electives are nominally 48 uoc, but because Project Management changed from 3uoc to 6uoc we have had to take 3uoc out of the SE electives. In practice it may not be easy to choose 45uoc of SE electives, so it may have to be 48uoc.
- The chosen courses must form a major sequence of 42 units at stages 2 and 3.
- To satisfy prerequisites it may be necessary to use a different arrangement of courses than shown above.
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