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Hobart

Introduction

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Summary %globals_context%

Unit name Advanced Topics in Discrete Mathematics
Unit code KMA456
Credit points 12.5
Faculty/School College of Sciences and Engineering
School of Natural Sciences
Discipline Mathematics
Coordinator %asset_metadata_unit.Coordinator%
Available as student elective? %asset_metadata_unit.AvailableAsElective_value^empty:No%
Breadth Unit? %asset_metadata_unit.IsBreadthUnit_value%

Availability

Note

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About Census Dates

Learning Outcomes

1

Explain, and reproduce, proofs of major results in discrete mathematics.

2

Characterise and enumerate abstract mathematical structures using advanced methods from discrete mathematics.

3

Select and apply advanced results from discrete mathematics to solve real-world problems.

4

Clearly communicate concepts and results from discrete mathematics using appropriate language, notation, and diagrams, to an audience of peers.

Fees

Requisites

Prerequisites

Students may enrol in this unit if they are eligible to enrol in Honours Mathematics, Statistics and Decision Science, or Physics, or by agreement with the Mathematics Honours Coordinator.

Teaching

Teaching Pattern

TBA/refer to the unit outline

Assessment

AT1 - 20 minute presentation (10%)

AT2 - 45 minute mid-semester test (15%)

AT3 - 45 minute end-of-semester test (15%)

AT4 - 4 to  6  assignments (60%)

TimetableView the lecture timetable | View the full unit timetable

Textbooks

RequiredNone

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