DEPARTMENT OF INDUSTRIAL MATHEMATICS, STATISTICS AND DEMOGRAPHY ACADEMIC STAFF

S/No.	NAME	QUALIFICATION	DESIGNATION
1.	Asogwa C.J.U	B.Sc. M.Sc. (Nig.)	Snr. Lecturer, Ag. HOD
2.	Oveka I.C. A	B.Sc. Ph.D (USA)	Professor
3	Okole F.I.	B.Sc.. (Nig). Dip. Adv. Maths. (Oxon) Ph.D.(Soton)	Snr. Lecturer
4	Onuoha C.N	B.Sc. M.Sc. (Nig.)	Snr. Lecturer
5	Okeke A.O.	B.Sc. M.Sc.	Snr. Lecturer
6	Ugwu A.H.	B.Sc. M.Sc.	Lecturer I
7	Abugu M.C.	B.Sc. M.Sc.	Lecturer I
8	Ezeugolie. I.K.	B.Sc. M.Sc.	Snr. Lecturer
9	Igwenagu M.C.	B.Sc. M.Sc.	Lecturer II
10	Mbah. G.C.E	B.Sc. M.Sc. Ph.D	Snr. Lecturer
11	Anyanwu Chika	B.Sc.	Departmental Secretary

INTRODUCTION

Philosophy

Mathematics may be regarded as the language of science; and the broader objective of science must include the goals of social, economic and political modernization. The classical application of the tools of mathematics was in the field of the physical sciences and engineering. With the advent of Operations research in the second half of the 20th Century, the scope and applicability of mathematical methods have greatly expanded to include the environmental, social and life sciences. The undergraduate programme, which we present here, emphasizes the applications of mathematics and statistics to real life problems. Since any planning at the national level must relate to population distribution, the annual rate of population growth, size of population, labour absorptive capacity of the population, etc, our undergraduate programme for the statistics option lays adequate emphasis on demography and bio-statistics.

Objectives: The general aims of the Department are to enable:

• all students of the University develop clear logical thinking and expression of thought, using the powerful tools of mathematical and statistical modeling as conveyed through our service courses;
• all students of the Department acquire facility in the applications of mathematics and statistics to real life problems in government, industry education and research;
• all students gain sufficient ability in, and know how to teach mathematics and/or statistics in the Nation’s educational institutions at the primary, secondary or tertiary level.

CURRICULUM FOR B. Sc. (HONS) IN MATHEMATICS

STANDARD 4 YEAR PROGRAMME

YEAR 1 (100 LEVEL)

First Semester
S/No.	COURSE CODE	COURSE TITLES	CREDITS
1.	GST 101	Use of English I	2
2.	GST 102	Nigeria Peoples & Culture	2
3	BIO 101	General Biology I	3
4	ICH 101	Chemistry I	3
5	MAT 101	Mathematics I	3
6	PHY 101	General Physics I	3
7	STA10	Probability I	3
8	CEE 111	Introduction to Computers & Information Technology	2
		Total	21

Second Semester
S/No.	COURSE CODE	COURSE TITLES	CREDITS
1.	GST 106	Social Sciences	2
2.	GST 107	Use of English II	2
3	BIO 102	General Biology II	3
4	ICH 102	Chemistry II	3
5	MAT 102	Mathematics II	3
6	PHY 102	General Physics II	3
7	MAT 106	Coordinate Geometry and Logic	3
8	SAT 102	Inference I	3
9	CEE 112	Computer Programming & Language	2
		Total	23

YEAR 2 (200 LEVEL)

First Semester
S/No.	COURSE CODE	COURSE TITLES	CREDITS
1.	MAT 233	Calculus II	3
2.	MAT 201	Introduction to Linear Algebra and the Complex Variable	3
3	PHY 201	Modern Physics	3
4	STA 231	Inference II	3
5	SAT 221	Probability II	3
6	MAT 211	Business Mathematics I	3
		Total	18

Second Semester
S/No.	COURSE CODE	COURSE TITLES	CREDITS
1.	MAT 256	Numerical Methods	3
2.	MAT 244	Mechanics I	3
3	MAT 202	Introduction to Differential Equations and Complex Variables	3
4	STA 221	Inferences III	3
5	SAT 222	Probability III	3
6	GST 202	Man & His Environment	2
		Total	17

First Semester

YEAR 3 (300 LEVEL)
S/No.	COURSE CODE	COURSE TITLES	CREDITS
1.	MAT 351	Introduction to Linear Programming	3
2.	MAT 333	Advanced Calculus	3
3	MAT 341	Dynamics	3
4	MAT 3531	Numerical Analysis I	3
5	SAT 321	Real Analysis and Topology	3
6	MAT 3 11	Optimization Theory and Methods	3
7	MAT331	Intermediate Course on Differential Equations	3
		Total	21
	Elective /Optional
8	MAT 327	Differential Geometry	3
9	MAT 361	Introduction to Tensors	3
10	STA 321	Probability IV	3
11	STA 311	Sampling Theory and Methods I	3
12	STA 333	Analysis of Variance I	3

Second Semester
S/No.	COURSE CODE	COURSE TITLES	CREDITS
1.	MAT 3 99	Students Industrial Work Experience (SIWES)	3

First Semester

YEAR 4 (400 LEVEL)
S/No.	COURSE CODE	COURSE TITLES	CREDITS
1.	MAT 411	Business Mathematics 2	3
2.	MAT 421	Abstract Algebra I	3
3	MAT 433	Functions of a Complex Variable with Applications	3
4	MAT 451	Mathematical Modeling	3
5	MAT 45 3	Operations Research I	3
6	MAT 431	Partial Differential Equations	3
7	MAT 490	Project	3
		Total	21
8	MAT 416*	Introduction to Measure Theory	3
9	MAT 417*	Quantum Mechanics	3
10	MAT 41 8*	Relativistic Mechanics	3
11	MAT 419*	Switching Theory	3
12	MAT 428*	Continuum Mechanics	3
13	MAT 429*	Discrete Mathematical Structures	3

Second Semester
S/No.	COURSE CODE	COURSE TITLES	CREDITS
1.	MAT 452	Operations Research II	3
2.	MAT 454	Numerical Analysis II	3
3	MAT 422	Introduction to Functional Analysis	3
4	MAT 424	Abstract Algebra II	3
5	MAT 432	Complex Analysis	3
6	MAT 434	Ordinary Differential Equations	3
7	MAT 490	Project	3
		Total	21
8	MAT 426*	Lebesgue Integrals	3
9	MAT 427*	Control Theory	3
10	MAT 428*	Continuum Mechanics II	3
11	MAT 429*	Sequential Mechanics	3