There were great expectations in the 1980s in connection with the practical applications of mathematical processes which were built mainly upon fractal dimension mathematical basis. Results were achieved in the first times in several fields: examination of material structure, simulation of chaotic phenomena (earthquake, tornado), modelling real processes with the hilp of information technology equipment, the definition of length of revers or riverbanks. Significant results were achieved in practical applications later in the fields of informationtechnology, certain image processing areas. data compression, and computer classification. In the present publication the so far well known algorithms calculating fractal dimension in a simple way will be introduced as well sa the new mathematical concept named by th author ’ spectral fractal dimension’  the algorithm derived from this concept and the possiblities of their practical usage.
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- Measuring of Spectral Franctal Dimension
- Springer Netherlands