Call Us +234 817 1750 304

 Benue State University, Makurdi

Department of Mathematics and Computer Science

BRIEF HISTORY

The Department began as the Department of Mathematics, among three others (Biology, Chemistry, and Physics) that formed Faculty of Science, in 1992. These Departments in their inception ran, together, the first Remedial Programme of the University which contributed in bringing students to the faculty. At the end of the first year, students who passed the Remedial Programme and had chosen Mathematics option were admitted to read B.SC (Hons) Mathematic (1993). Unfortunately the University administration felt that there were insufficient number of lecturers to run the Mathematics Programme to the finish and hence the students that enrolled for Mathematics were asked to move to any of the other three programmes.

Thus the department became a service Department to the other three Departments from 1993 – 2001.

In 2000, the Benue State Government mandated the University Council to start the degree programmes in Mathematics and Computer Science'. This gave birth to the present status of the Department as the "Department of Mathematics and Computer Science". By this new mandate, the Department offers B.SC (Hons) degree in Mathematics and B.Sc (Hons) degree in Computer Science. The first sets of students were admitted in 2001/2002 session and graduated in 2005/2006 session.

Apart from running the Department's Programme, the Department still services other Departments of the Faculty (Science) and Faculty of Education as well as General Studies. The Department is presently accommodated in a one storey building constructed by Education Trust Fund (ETF)
aims and objectives

The Department of Mathematics and Computer Science offers students opportunity to be well grounded in the areas of Mathematics and Computer Science. On successful completion of any of the programmes, the graduate of the Department is expected to work effectively in any area of Mathematics and / or Computer Science as may be applicable to his disciple. Other main objectives of the Department are:

• To provide the much needed manpower in the area of Mathematics & Computer Science
• To render services to the entire University especially to related disciplines such as Mathematics Education, Physical Sciences, Management Sciences and Social Sciences.
• To promote and encourage active research in the area of Mathematics, Computing and allied disciplines.
• To provide courses and supervise research leading to higher degrees of the University.
• To achieve and maintain a good level of academic excellence.

ADMISSION REQUIREMENTS

The minimum requirement for admission into 100 level of the Programme includes:

1. 5 credits pass at SSCE/WASC/GCE O'L or equivalent at a maximum of two sittings.
2. The credit passes must include: Mathematics, Physics (acceptable for Computer Science) and English.
3. Candidates must also satisfy the University Matriculation Examinations (UME) minimum condition in addition to (i) and (ii) above
4. holders of H.S.C / GCE A'L, IJMB, NCE, OND (In Computer Science) in addition to the O'L requirement

RESEARCH

The Department seeks to promote interdisciplinary research n the areas of Algebras, Non-linear Operator Theory, Complex Analysis, Operations Research, Time Series Analysis, and Econometrics Theory and methods as well as Computer Science theories such as Neural Networks, Data Mining, Data Communication and Networking, Management Information systems, Computing Machines and Applications in Web designs.

FACILITIES

Facilities available in the Department meet the minimum requirements for under-graduate studies. In addition to the University Library, the Department and Faculty libraries are available for consultation and research. A computer Laboratory is also available for all students and they are expected to have access either on their own or within their lecturers.

  • EARTH WALK (WORK)
  • TWO COMPUTER LABORATORIES
  • FACULTY LIBRARY

Staff List

S/No. Full Name Rank Status Qualification Specialization
1    
2    
3    
4 6    
5    
6 Professor Tenure    
7 Professor Tenure    
8 Associate Professor Tenure    
9 Senior Lecturer Tenure    
10 Lecturer I Tenure    
11 Lecturer I Tenure    
12 Senior Lecturer Tenure    
13 158    
14 LECTURER 11    
15 Lecturer II Tenure    
16 Lecturer II Tenure    
17 Lecturer II Tenure    
18 Lecturer II Tenure    
19    
20    
21 Graduate Assistant Tenure    
22 Assistant Lecturer Tenure    
23    
24 Lecturer II Contract    
25 Senior Lecturer Part-Time    
26 Lecturer II Tenure    
27 Lecturer II Part-Time    
28 Professor Visiting    
29 Professor Visiting    
30 Professor Visiting    
31 Professor Visiting    
32 Professor Visiting    
33 Associate Professor Visiting    
34 Associate Professor Visiting    
35 Senior Visiting    
36    
37 1    
38 154