Hermite normal form /

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Differential equations I /

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Determinants and eiganvalances /

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Introduction to numerical mathematics Reccurence relations M /

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Numerical solution of simultaneous algebra equations /

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Differential equations II: homogeneous equation /

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Euclidean spaces I: Inver products /

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Least square approximation /

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Euclidean spaces II: convergences and bases /

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Numerical solution of differential equations: fourier series /

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Boundary value problems /

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Chebyshev approximation /

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Theory of games /

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Heat conduction equation /

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Existence and uniqueness theorem for differential equations /

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Set axioms; set constructions; set and numbers M202Units 1-3 /

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Continuous functions; differenciations. Applications of the /

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Parabolic equations; Blood flow /

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Complex numbers; continous functions; differentiation /

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Numerical solution of eigenvalue problems /

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