Programme Name Master of Science in Mathematics
Programme Description
Aim: 
Candidates are equipped with advanced knowledge of mathematics and gain the foundation to conduct independent original research. 

Programme Objectives: 
Graduates are expected to apply critical thinking and analytical methods to career paths from either the educational or industrial sectors. Postgraduate programmes are designed to impart advanced knowledge and cultivate further self-learning. The programme motivates and guides students toward undertaking and executing research projects based on local, regional, or international problems.


Majors Mathematics
Minimum Requirement
The minimum entry requirement for the M.Sc. 2-year programmes is a B.Sc. in Mathematics with a grade point average of at least 3/5 (grade B or above) or equivalent. Those candidates who do not meet the minimum grade point average requirement must have served in relevant areas (teaching, research, industry) for at least TWO years and should demonstrate sufficient knowledge and aptitude to undertake higher studies. 

The minimum entry requirement for the M.Sc. 1-year programme is a postgraduate Diploma in Mathematics with a grade point average of at least 3/5 (grade B or above) or equivalent. Those candidates who do not meet the minimum grade point average requirement must have served in relevant areas (teaching, research, industry) for at least TWO years and should demonstrate sufficient knowledge and aptitude to undertake higher studies. 

Programme Type Masters
Credit Points Required 240
Campus Lautoka,Samabula
Duration 2 Years
Estimated Tution Fees - Local (FJD) -
Estimated Tution Fees - Regional -
Note
Year Course Code Course Title Credit Point
Year 1 Semester 1 Choose any 2 courses
MTH802 Advanced Abstract Algebra 30
MTH804 Topology 30
MTH806 Advanced Ordinary Differential Equations 30
MTH809 Operations Research & Optimization 30
MTH810 Scientific Computing 30
MTH814 General Lattice Theory 30
Year 1 Semester 2 CIN812 Research Methods (Compulsory) 30
Choose any 1 course (Not selected in S1)
MTH802 Advanced Abstract Algebra 30
MTH804 Topology 30
MTH806 Advanced Ordinary Differential Equations 30
MTH809 Operations Research & Optimization 30
MTH810 Scientific Computing 30
MTH814 General Lattice Theory 30
Year 1 120
Year 2 Semester 1 Option 1 - Major Research Project
MTH901F Major Research Project in Mathematics (Full Time) 60
MTH901P Major Research Project in Mathematics (Part Time) 30
Option 2 - Minor Research Project
MTH902F Minor Research Project in Mathematics (Full Time) 60
MTH902P Minor Research Project in Mathematics (Part Time) 30
Choose any 2 courses with Minor Research Project
MTH903 Functional Analysis 30
MTH906 Fuzzy Algebra 30
MTH907 Graph Theory & Applications 30
MTH908 Inverse Problems 30
MTH909 Statistical Learning with R 30
Year 2 Semester 2 Option 1 - Major Research Project
MTH901F Major Research Project in Mathematics (Full Time) 60
MTH901P Major Research Project in Mathematics (Part Time) 30
Option 2 - Minor Research Project
MTH902F Minor Research Project in Mathematics (Full Time) 60
MTH902P Minor Research Project in Mathematics (Part Time) 30
Choose any 2 courses with Minor Research Project
MTH903 Functional Analysis 30
MTH906 Fuzzy Algebra 30
MTH907 Graph Theory & Applications 30
MTH908 Inverse Problems 30
MTH909 Statistical Learning with R 30
Year 2 (Major or Minor) 120