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ACADEMIC

ACADEMIC COURSE OFFERED

🔢 Engineering Mathematics I (MATH 1310)

  • Complex numbers
  • Vectors and geometry in space
  • Matrix algebra
  • Eigenvalues and eigenvectors
  • Linear systems of equations
  • Differentiation and integration with applications

🧠Engineering Mathematics II (MATH 1321)

  • Multivariable functions
  • Quadratic surfaces
  • Partial derivatives and applications
  • Multiple integrals with applications
  • Vector-valued functions
  • Vector calculus
  • Infinite power series
  • Series solution of linear differential equations
  • Laplace transformation

🧮 Differential Equations (MATH 2311)

  • Complex functions and derivatives
  • Analyticity of functions
  • Complex integration
  • Ordinary differential equations and modelling
  • Partial differential equations and modelling
  • Numerical methods for solving ODEs and PDEs

💻 Computational Methods and Statistics (MATH 2330)

  • Numerical solution of linear systems
  • Curve fitting and interpolation
  • Numerical differentiation and integration
  • Numerical solutions of ordinary differential equations
  • Probability
  • Discrete and continuous random variables
  • Estimation and hypothesis testing
  • Simple and multiple linear regression analysis
  • Experimental design