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Math Art – System DIBIAS

With the 3D Landscapes series, Franke has used the mathematical visualisation and structural principles studied in Math Art to develop three-dimensional landscapes – to analyse perspective projections onto the surface.

The series of images was created as part of Herbert W. Franke’s research into Math Art together with the physicist and programmer Horst Helbig at the German Aerospace Center in Oberpfaffenhofen.

The term Math Art summarizes the results of a long series of experiments that Herbert W. Franke carried out together with the physicist and programmer Horst Helbig from 1980 onwards. It was about the use of mathematical methods, which were not developed and used for scientific purposes, but for aesthetic purposes. The main goal of the 15-year project (1980-1995) was the investigation of numerous mathematical disciplines regarding their aesthetic dimension and the visualization of complex mathematical relationships from algebraic formulas to stochastic relationships. In the course of the work, not only was the aesthetic dimension of formulas and functions explored, but a whole series of new graphic routines were also created, which were integrated into the software DIBIAS (for digital pcture processing system) as a fixed component, including representations in 2D and 3D as well as further processing with the methods of image transformation. The heart of the computer was a Comtal Image Processing System and software DIBIAS with a resolution of up to 2048 x 2048 pixels and around 16 million colors.

Click here for the other series of Math Art:

Serie Algebra
Serie Buchstaben
Serie Felder
Serie Fourier Transformationen
Serie Fraktale
Serie Komplexe Zahlen
Serie Logik
Serie Picture Processing
Serie Zufall