Key words
Analysis, differential equations, series
Objectives
To acquire more fundamental mathematical knowledge needed for problem-solving in other fields.
Topics
The first part of the course deals with solving differential equations of higher order.
The second part treats series : convergence, Taylor- and Fourier-series and some of their applications.
The last chapter defines a Laplace transform and shows how to solve linear differential equations with constant coefficients and associated initial conditions with the method of Laplace transforms.
Prerequisites
See final objectives acquired in Mathematics I and Mathematics II.
Final Objectives
The student should be able to analyse problems and search for solutions in future workfields.
Materials used
Class notes.
Standard books are available.
Study costs
Course material : ± 4 euro
Study guidance
Possibility to consult the teacher after the lecture or by appointment.
Teaching Methods
Lectures and exercises.
Assessment
Theory : written exam
Exercises : two written tests
Weighted scoring system:
theory: 2/3
exercises: 1/3
Lecturer(s)
Member of the mathematics-group
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