General Mathematics

This page covers subjects that are widely applicable.

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MSM1G1 Mathematical Techniques

Covers basic mathematical techniques including pre-calculus, basic calculus, and conic sections. Emphasis is on application rather than proof.
Download PDF 239 (283)

MSM1G2 Calculus & Algebra

Treatment of ordinary linear differential equations, multiple integration and applications of integration such as finding volumes of revolution. The algebra part of the course introduces vector spaces.
Download PDF 223 (251)

MSM2G2 Advanced Calculus

Covers variation of parameters, reduction of order, and Frobenius' methods for ordinary differential equations. Introduces Legndre polynomials and Bessed functions, and integral transforms.
Download DVI 47 (142)
Download PDF 315 (437)

MSMXG4 Complex Variable Theory

Introduction to complex variable theory defines derivatives and integrals for functions in the complex plane and proves the ML Result and Cauchy-Goursat amongst other theorems. Examining series expansions leads to results on singularities and residues and their applications to evaluating real integrals.
Download DVI 48 (137)
Download PDF 306 (442)

MSMYGF The Mathematics Of Finance

Covers stochastic differential equations and in particular how they are used in finance. The main aim is to price European and American stocks in a Black-Scholes economic model and solve the resulting equations to give a price for the stock.
Download DVI 44 (117)
Download PDF 165 (291)