IMAS STAFF PROFILE
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Course Code | Course Title | Credit Units |
---|---|---|
MAT 710 | Mathematical Methods I | 3 |
MAT 701 | Real Analysis | 3 |
MAT 716 | Ordinary differential equations | 3 |
Electives | 12 | |
Semester Total | 21 |
Course Code | Course Title | Credit Units |
---|---|---|
STA 731 | Methods of Statistical Inference | 3 |
MAT 712 | Operations Research Method I | 3 |
MAT 713 | Mathematical Programming | 3 |
MAT 715 | Mathematical Modelling | 3 |
MAT 717 | Introduction to Functional Analysis | 3 |
MAT 718 | Numerical Method | 3 |
MAT 719 | Complex Analysis | 3 |
MAT 721 | Application of Optimization Theory | 3 |
MAT 731 | Continuum Mechanics | 3 |
MAT 732 | Fluid Dynamics | 3 |
MAT 733 | Discrete Mathematics | 3 |
MAT 735 | Measure Theory | 3 |
Course Code | Course Title | Credit Units |
---|---|---|
MAT 720 | Mathematical Methods II | 3 |
MAT 724 | Partial Differential Equation | 3 |
MAT 798 | Seminars and Field Works | 3 |
MAT 799 | Research Project | 6 |
Electives | 9 | |
Semester Total | 24 | |
Grand Total | 45 |
Course Code | Course Title | Credit Units |
---|---|---|
MAT 722 | Operation Research Method II | 3 |
STA 723 | Introduction to Stochastic Processes | 3 |
MAT 725 | Lebesque Measure and Integration | 3 |
MAT 727 | Fluid Mechanics | 3 |
MAT 728 | Mathematical Theory of Elasticity | 3 |
MAT 729 | Integral Equations | 3 |
Compulsory Core Courses | ||
---|---|---|
Course Code | Course Title | Credit Units |
MAT 810 | Advanced Mathematical methods I | 3 |
MAT 811 | Advanced Numerical methods and Computation | 3 |
MAT 813 | Advanced Topics in Functional Analysis | 3 |
MAT 816 | Ordinary Differential equations | 3 |
Elective | 9 | |
Semester Total | 21 |
A minimum of 12 Units to be chosen from the following | ||
---|---|---|
Course Code | Course Title | Credit Units |
MAT 804 | Complex Analysis I | 3 |
MAT 806 | Integral Equations | 3 |
MAT 808 | Theory of Distributions | 3 |
MAT 812 | Finite Element Methods | 3 |
MAT 814 | Stochastic Models 1 | 3 |
STA 815 | Statistical Methods | 3 |
MAT 817 | Mathematical Methods in Economics and Finance | 3 |
MAT 818 | Mathematical Modelling I | 3 |
STA 819 | Design and Analysis of Experiment | 3 |
MAT 830 | Fluid Dynamics | 3 |
MAT 831 | Control Theory | 3 |
STA 831 | Statistical Inference | 3 |
MAT 832 | Biomathematics | 3 |
MAT 833 | Elasticity | 3 |
MAT 834 | Algebra | 3 |
MAT 835 | Real Analysis | 3 |
Compulsory Core Courses | ||
---|---|---|
MAT 827 | Advanced Mathematical Methods II | 3 |
MAT 828 | Partial Differential Equations | 3 |
MAT 898 | Seminar | 3 |
MAT 899 | Research Project | 6 |
Electives | 9 | |
Semester Total | 24 | |
Grand Total | 45 |
A minimum of 9 Units to be chosen from the following | ||
---|---|---|
Course Code | Course Title | Credit Units |
MAT 820 | Mathematical Modelling II | 3 |
MAT 821 | Mathematical Programming | 3 |
MAT 822 | Optimal Control Theory | 3 |
STA 823 | Stochastic models II | 3 |
MAT 824 | Control Theory | 3 |
MAT 825 | Demographic Techniques | 3 |
MAT 826 | Advanced Topic in Operations Research | 3 |
STA 829 | Regression Analysis | 3 |
STA 824 | Time Series Analysis | 3 |
MAT 837 | Complex Analysis II | 3 |
MAT 838 | Asymptotic Methods | 3 |
MAT 839 | Mathematical Methods in Economics and Finance | 3 |
MAT840 | Mathematical Biology | 3 |
The Ph.D programme in Industrial Mathematics provides advanced study and research that will enable students to extend their knowledge as well as create career/job opportunities in research, management data analysis, administration or education. The programme is so designed that students may obtain knowledge of Industrial Mathematics and Applied Statistics and sufficient in areas of specialization which will enable the completion of a thesis that will be a significant contribution to the field of study. The student is expected to take at least three advanced course work at the 800 level and carry out an advanced research work in any of the following areas of specialization.
As such the duration of the programme shall not be less than 6 semesters (i.e 3 years) from date of first registration for the full-time Ph.D degree students and 8 semesters (i.e four years) for part-time students.
Post-graduate Diploma (PGD) in Statistics is intended to prepare the student for a stronger foundation in Statistics. The programme is primarily designed for non-statistics graduates with limited statistical background and who wish to further their knowledge with a view to becoming career Statistician working in Government, Industry, Research Organizations, Engineering and consulting Firms, Health Care Organizations, Public Utilities, and so on.
Core Courses | ||
---|---|---|
Course Code | Course Title | Credit Units |
STA 711 | Introduction to Stochastic Processes | 3 |
STA 721 | Multivariate Analysis | 3 |
STA 731 | Statistical Inference | 3 |
Electives | 12 | |
Semester Total | 21 |
Course Code | Course Title | Credit Units |
---|---|---|
STA 701 | Biostatistics | 3 |
MAT712 | Operations Research Method I | 3 |
MAT 713 | Mathematical Programming | 3 |
MAT715 | Mathematical Modelling | 3 |
STA 733 | Non-parametric Methods | 3 |
STA 741 | Quality Control and Practice | 3 |
STA 753 | Econometrics | 3 |
Course Code | Course Title | Credit Units |
---|---|---|
STA 712 | Probability Theory 1 | 3 |
STA 722 | Design and Analysis of Experiments | 3 |
STA 742 | Sample Survey Techniques | 3 |
STA 798 | Seminars and Field Works | 3 |
STA 799 | Research Project | 6 |
Electives | 6 | |
Semester Total | 24 | |
Grand Total | 45 |
Course Code | Course Title | Credit Units |
---|---|---|
STA 724 | Time Series Analysis | 3 |
MAT 722 | Operation Research Method II | 3 |
STA 752 | Statistical Computing/Consulting | 3 |
STA 734 | Bayesian Inference | 3 |
MAT 725 | Lebesque Measure and Integration | 3 |
Minimum of 45 Credit Units |
MSc Programme in Statistics
The Master’s degree in Statistics is intended to equip the student for a career as an applied statistician working in government, industry,
research organizations, engineering and consulting firms, health care organizations, public utilities, and so on.
Core Courses | ||
---|---|---|
Course Code | Course Title | Credit Units |
STA 811 | Stochastic Processes | 3 |
STA 821 | Multivariate Analysis | 3 |
STA 813 | Probability Theory 1 | 3 |
STA 831 | Statistical Inference | 3 |
Electives | 9 | |
Semester Total | 21 |
Course Code | Course Title | Credit Units |
---|---|---|
STA 801 | Biostatistics | 3 |
STA 825 | Advanced Statistical Theory | 3 |
STA 833 | Non-parametric and Sequential Methods | 3 |
STA 841 | Quality Control and Practice | 3 |
STA 853 | Econometrics | 3 |
Core Courses | ||
---|---|---|
Course Code | Course Title | Credit Units |
STA 822 | Design and Analysis of Experiments | 3 |
MAT 816 | Operations Research | 3 |
STA 826 | Categorical Data Analysis | 3 |
STA 798 | Seminars and Field Works | 3 |
Research Project | 6 | |
Electives | 6 | |
Semester Total | 24 | |
Grand Total | 45 |
Elective Courses | ||
---|---|---|
Course Code | Course Title | Credit Units |
STA 812 | Probability Theory 11 | 3 |
MAT 826 | Advanced Topic in Operations Research | 3 |
STA 826 | Categorical Data Analysis | 3 |
STA 834 | Bayesian Inference | 3 |
STA 842 | Sample Survey Techniques | 3 |
STA 852 | Statistical Computing/Consulting | 3 |
Overview The PhD Program in Statistics provides students with a broad based course of study in applied statistics, theoretical statistics and probability, as well as numerous advanced topic courses. The breadth and depth of the program is intended to serve graduates well in their subsequent careers in academia, industry and government. The programme is also designed that students may obtain knowledge of Statistics and sufficient in areas of specialization which will enable the completion of a thesis that will be a significant contribution to the field of study. The student is expected to take at least three advanced course work at the 800 level and carry out an advanced research work in any of the following areas of specialization.
PGD ADMISSION REQUIREMENTS:
Candidates for admission into the PGD programme must possess EITHER
(a) A good first degree in mathematics with CGPA ranging from 2.50 to 2.99 on a 5 point scale (that is, 2.50 -2.99 on a 5.00 scale) or candidates
that hold a good first degree in courses other than mathematics from Universities recognized by Ebonyi State University.
(b) A (H.N.D) with credit level pass in the relevant areas. In addition to (a) and (b) above, the candidate MUST have at least 5 credits at the O' level in
not more than two sittings at the WAEC/NECO.
These credits must include English Language, Mathematics, Physics and one of Chemistry, Biology or Economics.
Admission Requirements:
Candidates for admission into the Masters programme, shall normally be holders of the degree of Bachelor of Science, Engineering, Science,
Education and other degrees with reasonable mathematical content. Those candidates who possess an approved postgraduate diploma in Industrial
Mathematics/Statistics or its equivalent may also be considered for admission.
Exceptionally mature or research person(s) currently engaged in scientific industrial concern may be considered on their own merit subject to
approval by relevant authority. However, such candidates may be required to take some undergraduate diploma courses concurrently with courses
taken during the master's degree programme.
Candidate for admission into the M.Sc programme MUST possess EITHER:
(a) A good second class honours degree (B.Sc) of Ebonyi State University with C.G.P.A of at least 3.00 on a 5-point scale or its equivalent on a
4-point scale. Candidates from other universities recognized by the Senate, and who have the above stipulated requirements are eligible to apply.
OR
(b) A Bachelor's degree from a recognized university PLUS a PGD in the relevant area. OR
(c) Any other qualification as may be approved by the Senate of Ebonyi State University.
(a) Candidates for the degree of Ph.D MUST, in addition to having a good first degree, possess a Master of Science degree with a C.G.P.A of at least 3.50 on a 5-point scale in Mathematics of Ebonyi State University or its equivalent from any other University recognized by the Ebonyi State University Senate.
The PGD programme will run for a minimum of 12 calendar month's (i.e. 2 semesters) and for a maximum of 24 calendar months (i.e. 4 semesters.) on full time. The part time programme will run for a minimum of 3 semesters (i.e 18 months) and a maximum of 4 semesters (i.e 2 years).
The Full- Time programme for M.Sc shall run for a minimum of 3 semesters 18 months and a maximum of 36 months (or 3 years).
The Part- Time programme for M.Sc shall run for a minimum of 4 semesters (or 24 months) and a maximum of 6 semesters (or 36 months).
The Full- Time programme for Ph.D shall run for a minimum of 3 years (i.e 36 months) of 6 semesters and a maximum of 5 years (i.e 60 months)
of 10 semesters.
The Part-Time programme for Ph.D shall run for a minimum of 4 years (i.e 48 months) of 8 semesters and a maximum of 6 years (i.e 72 months) or
12 semesters. In either mode of study, the thesis carries 18 units.