This page covers subjects that are widely applicable.
The numbers in the right hand column show the file size when
zipped(expanded).
MSM1G1 Mathematical Techniques
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Covers basic mathematical techniques including pre-calculus, basic
calculus, and conic sections. Emphasis is on application rather than proof.
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239 (283)
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MSM1G2 Calculus & Algebra
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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.
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223 (251)
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MSM2G2 Advanced Calculus
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Covers variation of parameters, reduction of order, and Frobenius' methods
for ordinary differential equations. Introduces Legndre polynomials and
Bessed functions, and integral transforms.
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Download DVI
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47 (142)
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315 (437)
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MSMXG4 Complex Variable Theory
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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.
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48 (137)
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306 (442)
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MSMYGF The Mathematics Of Finance
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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.
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44 (117)
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Download PDF |
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165 (291)
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