The purpose of this thesis is to study pseudospectral methods and to implement
the algorithm that solves two point boundary value problems by
pseudospectral methods. Another purpose of this thesis is to implement that
algorithm into an application for solving two point boundary value problems.
The rst part of the thesis presents theoretical concepts needed to understand
the pseudospectral methods such as: dierential equations, boundary
value problems and few more. This is followed by the theoretical idea of
pseudospectral methods and algorithm in theory. The last part consists of
practical implementation and explanation of how application works followed
by few examples.
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