B. Sc Mathematics


Entry Requirements

Candidates are admitted into the Department of Mathematics at 100 and 200 levels depending on theeir qualifications.

    1.  For 100 level, a candidate must satisfy the minimun general University/Faculty of Science entry ruquirements which is a pass at Credit level in at least five subjects obtained at not more than two sitting which must include Mathematics and English Language at Senior Secondary School Certificate level or its equivalent.

    2.  For 200 level, a candidate must in addition to condition (1) above have an Advanced level (A/L) pass or its equivalent in Mathematics and any other science subject or its equivalent.


Registration Guidelines

    1.  Fresh students are to come with the original of their relevant credentials to the faculty/department to collect admission letter and to be scrrened. Successful candidates would be informed of the procedure of registration with the Academic Ofiice , the Faculty and the Department.

    2.  Student must be aware of time schedule for registration and has to be in possesion of proper identification at all times.

    3.  Student has to consult his/her Level Coordinator before filling the Course Registration Form.

    4.  Pre-requisite must be satisfied for the courses that require such.

    5.  All courses are registered at officially designated place, except otherwise stated.

    6.  Urestricted elctives chosen outside those listed must be approved by the Department.

    7.  The minmun and maximun credit units registerable fro a regular student are 12 and 24 units respectively.

    8.  At the point of registration, the student is required to pay the NAMS dues, purchase the Student Handbook and settle other charges as may be required from time to time.

    9.  Late registration attracts payment of penalty due; however, it cannot last beyond the second semester.

    10.  De-registration of undergraduate project is not allowed beyond the second semester the second semester.

    11.  Registration problems associated with ill-health may be entertained (if supported with medical report that is authenticated by University Health Services.)

    12.  Application for deferment of session or semester must be channeled through the head of department on time, for such request to be tendered for consideration by the appropriate body(ies).

    13.  A student is regarded as bonafide only when the necessary registration forms have been duly submitted to the Department Registration Officer. Students are therefore advised to strictly adhere to registration guidelines in their own interest.


EXAMINATION GUIDELINES

Examinations are normally held at the end of each semester. Examinations may take the form of written papers, oral examinations, practical, the submission of projects, any combination of these or any other form approved by the Senate. The continuous Assesment(C.A.) of course work is normally included in determining examination results.


Eligibility

In order to be eligible for admission into any eaxmination, a student must have been registered for the course unit to be examined and must have fulfilled the University requirements concerning residence, fees or other related matters. Atleast 75% attendance is required in all classes, tutorials, laboratories, etc. to qualify to sit for examinations. The student must alsohave fulfilled any other Departmental requirements regarding satisfactory completion of any course work, practical, assignments projects or other matters.


RESULTS

Several terms are frequently used on an examination result chart. The most outstandig and salient ones are as follows:


i) Grade Point(GP)

This is a point system replacing 'A' to 'F' classification as in Table below.

Table 1
Mark of Average
Letter Grade
Grade Point
70-100A5
60-69B4
50-59C3
45-49D2
40-44E1
0-39F0


ii) Weighted Grade Point (WGP)
  This is the product of the Grade Point and the number of credit units.

WGP=GP x Number of credit units.


iii) Grade Point Average(GPA)

GPA= GP ⁄ RCU


iv) Cummulative Grade Point Average(CGPA)

GPA= TWGP ⁄ TRCU

The CGPA provides a measure of the students' academic standing

v) Registered Credit Units (RCU)
This is the sum of the credit units of the various courses registered by the student during the entire semester.

vi) Earned Credit Units (ECU)
This is the sum of the credit units of all the courses passed by the student during the entire semester.

Total Registered Credit Units (TRCU)
This is the of the credits units of all the courses registered by the student from the first year of study to the particular semester under consideration.

B.Sc. Computer Science degree is classified according to the students final CGPAas follows:

CGPAClassification of Degree
4.50-5.00First Class
3.50-4.49Second Class(Upper Division)
2.40-3.49Second Class(Lower Division)
1.50-2.39Third Class
1.00-1.49Pass
0-0.99Fail


STUDENT INDUSTRIAL WORK EXPERIENCE SCHEME(SIWES)
SIWES is an integral part of the undergraduate training in Computer Science programme and an essential requirement for graduation. It is usually undertaaken at the end of first semester of 300 level. It is a six months programme.

DEFERMENT OF SIWES
If a stundent wants to defer SIWES for a good course at the time it is due, he/she must forward a formal application to the Head of Department for consideration and posiible approval. Only cases of degferments approved by the HOD would be processed and tendered for consideration.

UNDERGRADUATE PROJECT
Every final year student in B.Sc. Mathematics programme shall undertake a research project to be supervised by a qualified lecturer. The report shall be prepared and submitted to the departmental project coordinator in the appropriate format of three(3) bounded copies.

COURSE STRUCTURE

B. Sc. (HONS.) MATHEMATICS PROGRAMME


STRUCTURE AND DURATION


The duration of the B. Sc. Mathematics (Hons.) programme is four years. There are two semesters of formal University Studies in each academic session. At 300 level, a student is expectected to go for atleast 6 months Students Industrial Work Experience Scheme (SIWES) after completion of the first semester courses at the end which he/she to write, present and defend a report on what he/she learnt in the industry. At 400 level, students undertake a one year project in any field of interest besides the usual prescribed courses.



For a student to graduate he/she needs to earn atleast a total of atleast 120 credit units of which 112 credidts must be core


100 LEVEL-A MINIMUM OF 30 CERDIT UNITS


Core courses(Departmental): 16
Core courses(General Studies):05
Electives: 13
Total:34

CORE COURSES (DEPARTMENTAL)

FIRST SEMESTER

Code Course Title Credit Units Prerequisite
MATH 101  Sets and Number Systems 2 O/L Maths
MATH 103  Trigonometry and Coordinate Geometry 2 O/L Maths
MATH 105  Differential and Integral Calculus 2 O/L Maths
COSC 101  Introduction to Computer Science 2 O/L Maths

SECOND SEMESTER

Code Course Title Credit Units Prerequisite
MATH 102  Algebra 2 O/L Maths
MATH 104  Conic Section and Application of Calculus 2 O/L Maths
MATH 106  Vectors and Dynamics 2 O/L Maths
STAT 102  Introductory Statistics 2 O/L Maths


CORE COURSES (GENERAL STUDIES)

FIRST/SECOND SEMESTER

Code Course Title Credit Units Prerequisite
GENS 101  Nationalism 1  
GENS 102  Enviromental Health 1  
GENS 103  English and Communication Skills 2  
GENS 107  History of Scientific Ideas 1  


ELECTIVES AT 100 LEVEL

FIRST/SECOND SEMESTER

A minimum of thirteen (13) credit units chosen from any two (2) 100 level courses of the following subjects areas: Biology, Chemistry, Geography, Geology, Physics and STAT 101.

200 LEVEL-A MINIMUM OF 37 CERDIT UNITS


Core courses(Departmental) : 30
Core courses(General Studies) : 01
Electives : 08
Total : 39

CORE COURSES (DEPARTMENTAL)

FIRST SEMESTER

Code Course Title Credit Units Prerequisite
STAT 201  Probability and Discrete Probability Distributions 3 STAT 102
MATH 201  Mathematical Methods I 3 MATH 105
MATH 203 Real Analysis I 3 MATH 105
MATH 207  Linear Algebra I 3 MATH 102
MATH 209  Numerical Analysis I 3 MATH 105

SECOND SEMESTER

Code Course Title Credit Units Prerequisite
MATH 204  Real Analysis II 3 MATH 105
STAT 204  Bio-Metry I 3 STAT 102
COSC 202 FORTRAN and Structured Programming 3 COSC 101
STAT 202  Continuous Probability Distribution and Distribution Techniques 3 STAT 101
MAT 208  Linear Algebra II 3 MATH 102 or equivalent


CORE COURSES (GENERAL STUDIES)

FIRST/SECOND SEMESTER

Code Course Title Credit Units Prerequisite
GENS 201  Moral Phylosophy 1  


ELECTIVES AT 200 LEVEL

FIRST/SECOND SEMESTER

A minimum of eight (8) credit units chosen from any of the following subjects areas: Biology, Chemistry, Geograhpy, Geology, Education, Statistics, Physics and Computer Science depending upon the resources available.

300 LEVEL-A MINIMUM OF 33 CERDIT UNITS


Core courses : 27
Electives : 06
Total : 33

CORE COURSES (DEPARTMENTAL)

FIRST SEMESTER

Code Course Title Credit Units Prerequisite
STAT 301  Sampling Distribution and Testing of Hypothesis 3 STAT 202
STAT 303  Linear Statistical Inference and Analysis of Variance 3 STAT 102
STAT 305  Design and Analysis of Variance 3 STAT 102
STAT 307  Advanced Probabilty Theory I 3 STAT 102
STAT 309  Industrial Statistics I 3 STAT 202
STAT 311  Sampling Techniques I 3 STAT 102
MATH 311 Mathematical Modeling 3 MATH 201

 


SECOND SEMESTER

Code Course Title Credit Units Prerequisite
STAT 300  SIWES 6  


ELECTIVES AT 300 LEVEL FIRST SEMESTER

 

Code Course Title Credit Units Prerequisite
STAT 313 Decision Theory 3 STAT 102
STAT 315  Educational Statistics 3 STAT 102
STAT 317  Biometry II 3 STAT 204
 and any other relevant 300 level first semester course in Computer Science, Statistics and other relevant Science.

 

400 LEVEL-A MINIMUM OF 42 CERDIT UNITS


Core courses : 33
Electives : 09
Total : 42

CORE COURSES

FIRST SEMESTER

Code Course Title Credit Units Prerequisite
STAT 400  Project 3  
STAT 401  Non Parametirc Statistical Methods 3 STAT 301
STAT 403  Regression Analysis 3 STAT 303
STAT 405  Stochastic Processes 3 STAT 307
STAT 407  Design and Analysis of Experiment II 3 STAT 305
STAT 409  Demography 3 STAT 102

 

SECOND SEMESTER

Code Course Title Credit Units Prerequisite
STAT 400  Project 3  
STAT 402  Multivariate Analysis 3 STAT 202
STAT 404  Time Series Analysis 3 STAT 303
STAT 406  Sampling Techniques II 3 STAT 311
STAT 408  Statistical Inference 3 STAT 202

 


ELECTIVES AT 400 LEVEL

FIRST SEMESTER

Code Course Title Credit Units Prerequisite
STAT 4111  Baysian Inference 3 STAT 303
STAT 413  Psychometrics 3 STAT 301
STAT 415  Advanced Probability Theory II 3 STAT 307
STAT 417  Econometrics 3 STAT 301
STAT 417  Bio-Mathematics 3 STAT 311
and any 400 level first semester courses in Statistics, Computer Science and other relevant Science

 

SECOND SEMESTER

Code Course Title Credit Units Prerequisite
STAT 412  Operation Research 3 MATH 311
STAT 414  Acturial Science 3
STAT 416  Industrial Statistics II 3 STAT 309
And any other 400 level second semester courses in Statistics, Computer Science and other relevant Science

 

 

Note: Electives to be mounted in each semester shall be decide by the department.


Assessment & Grading
Students shall be assessed and graded based on the following criteria:
    1. Attendance
    2. Tests
    3. Assignments
    4. Laboratory Tasks
    5. Final Examination