This page covers applied mathematics. This includes mechanics and the
associated differential equations.
The numbers in the right hand column show the file size when
zipped(expanded).
Advanced Level Physics
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Comprehensive set of notes, including many diagraps, for Advanced Level Physics
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Download PDF
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476 (3128)
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MSM1A2 Dynamical Systems I
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Introduction to differential equations through mechanics and mathematical biology. Also
contains some special relativity.
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89 (110)
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MSMXA2 Vector Calculus
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Main results of vector calculus (with proofs), including the Divergence Theorem, Stoke's Theorem, and
Green's Theorem. Uses Fourier series to solve partial differential equations including the Heat Equation
(with both Dirichlet and Neumann boundary conditions) and Laplace's Equation.
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Download DVI
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56 (155)
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368 (498)
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MSMYA1 Partial Differential Equations
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Methods for solving partial differential equations, including D'Allembert's
solution, method of characteristics, use of Green's functions, conformal
mappings, and integral transforms.
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Download DVI
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46 (125)
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Download PDF |
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132 (256)
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