Course information
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ECTS: 3
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Common with the master in Acoustics
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Course code :
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Lecture: 15h
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Tutorial classes: 15h
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Practical work: none
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Course coordinator : Olivier Dazel
Course Description
Aim
The aim of this course is to present mathematical notions for the resolution of acoustical problems and signal processing. It is divided in lectures and exercises.
Prerequisite
Mathematics refresh
Contents
- Projection techniques on orthogonal bases.
- Advanced matrix operations (Projections, LU, QR, Householder, Decomposition in Singular Values).
- Practical applications of the Hilbertian theory
- Approximation by least mean square polynomial or with exponential.
- Solving a given physical problem through adapted development (orthogonal polynomials).
Examination duration
2 hours
Examination type
Written examination
