As described above, random fractals can be used to describe many highly irregular real-world objects. Other applications of fractals include:[13]
* Classification of histopathology slides in medicine
* Fractal landscape or Coastline complexity
* Enzyme/enzymology (Michaelis-Menten kinetics)
* Generation of new music
* Signal and image compression
* Creation of digital photographic enlargements
* Seismology
* Fractal in soil mechanics
* Computer and video game design, especially computer graphics for organic environments and as part of procedural generation
* Fractography and fracture mechanics
* Fractal antennas – Small size antennas using fractal shapes
* Small angle scattering theory of fractally rough systems
* T-shirts and other fashion
* Generation of patterns for camouflage, such as MARPAT
* Digital sundial
* Technical analysis of price series (see Elliott wave principle)
* Classification of histopathology slides in medicine
* Fractal landscape or Coastline complexity
* Enzyme/enzymology (Michaelis-Menten kinetics)
* Generation of new music
* Signal and image compression
* Creation of digital photographic enlargements
* Seismology
* Fractal in soil mechanics
* Computer and video game design, especially computer graphics for organic environments and as part of procedural generation
* Fractography and fracture mechanics
* Fractal antennas – Small size antennas using fractal shapes
* Small angle scattering theory of fractally rough systems
* T-shirts and other fashion
* Generation of patterns for camouflage, such as MARPAT
* Digital sundial
* Technical analysis of price series (see Elliott wave principle)
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