Mathematics

Degree: Bachelor of Science

Course Details:

Mathematics is a vast field of study that encompasses various branches and topics. Common topics covered in mathematics courses at the Undergraduate level.

  • Undergraduate Mathematics:

  • Calculus: Differential calculus, integral calculus, multivariable calculus.

  • Linear Algebra: Vector spaces, matrices, systems of linear equations, eigenvalues and eigenvectors.

  • Discrete Mathematics: Combinatorics, graph theory, logic, set theory.

  • Differential Equations: Ordinary differential equations, partial differential equations.

  • Abstract Algebra: Group theory, ring theory, field theory.

  • Real Analysis: Rigorous study of real numbers, limits, continuity, sequences, series.

  • Complex Analysis: Analytic functions, contour integration, power series.

  • Numerical Analysis: Numerical methods, approximation techniques, computational mathematics.

These are just some examples, and there are many other specialized areas within mathematics.

Mathematics at Anchor University

Requirements

The following requirements for admission to Anchor university are listed below.

  • • 160 and above in the UTME.
  • • Credit level passes in five subjects including English Language, Mathematics to form the core course with credit in three other relevant science subject in the following subjects Physics, Chemistry, Biology, Civic education at the Senior Secondary School Certificate (WAEC, NECO, IGSCE, NABTEB e.t.c) or its equivalent.
  • • Mathematics and English language are compulsory.
  • • Students are required to complete a minimum of 120 units for Graduation.

Fees

Course Structure:

A Bachelor of Science(B.SC) in Mathematics can be earned after three or four years of study at Anchor University.

The majority of staff members who are tutors in their field provide tutorials, classes, and lectures. Many of them are top-tier experts with extensive training in both teaching and research. Educated PhD students and early-career researchers with practical research experience may also conduct some teaching.

  • 1st year

    First Year Courses

    • Core Courses (70%):

    • Algebra
    • Calculus and Trigonometry
    • Analytic Geometry and Mechanics
    • Introduction to Actuarial Mathematics

    • The courses listed on this page are illustrative and may change.

    Assessment

    • Continuous Assessment.
    • Projects
    • Examination.
    • Pratical
  • 2nd year

    Second Year Courses

    • Core Courses (70%):

    • Abstract Algebra
    • Linear Algebra
    • Analysis I & II
    • Analysis for Non-Major
    • Vectorial Mechanics
    • Ordinary Differential Equations
    • Numerical Analysis, Theory and Practical
    • Introduction to Operation Research
    • Mathematics for Social Sciences I
    • Modeling I
    • Industrial Training

    • The courses listed on this page are illustrative and may change.

    Assessment

    • Continuous Assessment.
    • Projects.
    • Examination.
    • Pratical
  • 3rd year

    Third Year Courses

    • Core Courses(70%):

    • Group and Rings
    • Theory of Modules
    • Analysis III & IV
    • Complex Analysis
    • Mathematical Methods I & II
    • Vectors and Tensors
    • Differential Geometry
    • Numerical Analysis
    • Probability Distrib. & Elem. Limit Theorem
    • Introduction to Operations Research
    • Combinatorics
    • Computational Techniques in Mathematics
    • Industrial Training

    • The courses listed on this page are illustrative and may change.

    Assessment

    • Continuous Assessment.
    • Projects.
    • Examination.
    • Praticals
  • 4th year

    Fourth Year Courses

    • Core Courses(50%):

    • Advanced Algebra I
    • Advanced Algebra II
    • Topology I
    • Advanced Analysis I
    • Advanced Analysis II
    • Complex Analysis
    • Ordinary Differential and Integral Equations
    • Partial Differential Equations
    • Introduction to Measure and Probability
    • Continuum Mechanics
    • Numerical Analysis
    • Modelling III
    • Operations Research
    • Fluid Mechanics
    • Seminar
    • Final Year Undergraduate Project

    • The courses listed on this page are illustrative and may change.

    Assessment

    • Continuous Assessment.
    • Projects.
    • Examination.
    • Praticals
The content and format of this course may change in some circumstances.


Some Research Areas


Topology

Topology

Statistics

Statistics

Applied mathematics

Applied mathematics

Analysis

Analysis

Number theory

Number theory

Algebra

Algebra

Work

Work