Course 002 – Mathematics in Signal Processing

Duration: 3 hrs

Modern Signal Processing is based on advanced mathematical methods. This course introduces the attendees to the mathematics used in signal processing and presents the most important concepts.

  • Difference equations
  • Transformtheory (Z– and Fourier-transforms)
  • Vector notation and matrixes
  • The importance of linear operators
  • Introduction to optimization theory
    • Cost function and the gradient
  • Examples