Master of Science in Mathematics | Units, Syllabus & Study Materials - YNetStudyHub

Master of Science in Mathematics Verified Syllabus

Master Master of Science in Mathematics with structured academic semester units, topic lecture notes, past examinations, CATs, and interactive 24/7 AI tutor support on YNetStudyHub.

10 Semester Units 88 Curriculum Topics 2 Years Commission for University Education (CUE) Aligned 24/7 AI Tutor Enabled
10 Units
88 Syllabus Topics
2 Years Duration
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0 Active Students

Course Units & Curriculum 10 Units

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Abstract Algebra
9 Topics
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1 Applications of Abstract Algebra
2 Group Actions
3 Group Homomorphisms and Isomorphisms
4 Introduction to Groups Free Preview
5 Linear Transformations and Matrices
6 Polynomial Rings
7 Rings and Fields
8 Subgroups and Lagrange's Theorem
9 Vector Spaces
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Past examination papers for this unit are being compiled.
1 Applications of Derivatives
2 Differential Equations
3 Differentiation Techniques
4 Integration Methods
5 Limits and Continuity Free Preview
6 Multivariable Calculus
7 Taylor Series and Maclaurin Series
8 Vector Calculus
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Past examination papers for this unit are being compiled.
1 Analytic Continuation
2 Applications of Complex Analysis
3 Complex Functions
4 Conformal Mappings
5 Contour Integration
6 Harmonic Functions
7 Introduction to Complex Numbers Free Preview
8 Power Series and Laurent Series
9 Residue Theory
10 Special Functions
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Past examination papers for this unit are being compiled.
1 Applications of Differential Equations
2 First Order Differential Equations
3 Introduction to Differential Equations Free Preview
4 Laplace Transform and Differential Equations
5 Numerical Methods for Differential Equations
6 Second Order Linear Differential Equations
7 Systems of Differential Equations
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Past examination papers for this unit are being compiled.
1 Determinants and Inverses
2 Eigenvalues and Eigenvectors
3 Inner Product Spaces
4 Introduction to Vectors Free Preview
5 Linear Transformations
6 Matrix Operations
7 Orthogonality
8 Systems of Linear Equations
9 Vector Spaces
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Past examination papers for this unit are being compiled.
1 Boundary Value Problems
2 Eigenvalues and Eigenvectors
3 Error Analysis in Numerical Methods
4 Interpolation and Curve Fitting
5 Introduction to Numerical Methods Free Preview
6 Numerical Differentiation and Integration
7 Numerical Solutions of Ordinary Differential Equations
8 Optimization Techniques
9 Solutions of Nonlinear Equations
10 Solving Systems of Linear Equations
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Past examination papers for this unit are being compiled.
1 Applications of Probability Theory
2 Bayes' Theorem
3 Central Limit Theorem
4 Combinatorics and Probability
5 Conditional Probability
6 Expected Value and Variance
7 Hypothesis Testing
8 Introduction to Probability Theory Free Preview
9 Probability Distributions
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Past examination papers for this unit are being compiled.
1 Continuity and Differentiability
2 Differentiation in Several Variables
3 Integration in Several Variables
4 Introduction to Real Analysis Free Preview
5 Metric Spaces
6 Sequences and Series
7 Sequences of Functions
8 The Riemann Integral
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Past examination papers for this unit are being compiled.
1 Analysis of Variance (ANOVA)
2 Correlation and Regression Analysis
3 Descriptive Statistics
4 Inferential Statistics
5 Introduction to Statistics Free Preview
6 Nonparametric Statistics
7 Probability
8 Statistical Software Applications
9 Time Series Analysis
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Past examination papers for this unit are being compiled.
1 Applications of Topology
2 Continuity and Homeomorphisms
3 Introduction to Topology Free Preview
4 Metric Spaces and Topology
5 Topological Constructions
6 Topological Invariants
7 Topological Properties
8 Topological theorems and Proofs
9 Topology in Different Dimensions
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Past examination papers for this unit are being compiled.

Curriculum Architecture

This program is structured into comprehensive academic units combining theoretical foundations, analytical research, practical tutorials, and continuous assessments. Each unit is mapped to key learning outcomes aligned with higher education qualification frameworks.

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