Applied mathematics

Course contents
  • - Loans, investment appraisal, present value method, dynamic amortization
    - Integrals, indefinite and definite integral, methods and applications (area, volume, mean)
    - Simple algorithms (e.g. numeric integration)
    - Modelling and proposing of difference and differential equations (1st and 2nd order), solution methods like separation of variables, linear differential equations (1st and 2nd order)
    - Vector analysis, direct product, vector product, matrix algebra, linear equation systems in matrix notation, inverse matrix, applications like costumer analysis, input-output-models. Linear optimization and application on transportation problems, optimal personell deployment
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