For more than two decades, FRACTAL
has explored, developed, and invented fractal
-based electromagnetic technology, and used close-packed fractal
antennas for electromagnetic waves, with a broad and or multiband advantage.
Therefore, the equation proposed here, which describes the modified two-dimensional bandlimited fractal
Weierstrass function for modeling 3D rough fractal
surfaces is given by
This paper investigates the deformation pattern of land surfaces applying Advanced Spaceborne Thermal Emission and Reflection Radiometer Global Digital Elevation Model (ASTER GDEM) through a combined geo-information and fractal
Even though the mathematical study of fractals
is relatively new, fractals
-like objects) have always appeared in nature.
On the occasion of its 10th anniversary, Artes Orientes gallery at Serendra presents Edwin Wilwayco's celebrated Fractals
series in Fractal
enables clients to have total strategic control of their system without dependency on NCR.
There have been previous attempts of using fractal
analysis in estimating the financial volatility.
Two functions ( f and b ) give rise to a new one f A- b(called in this paper fractal
convolution of the originals) whose graph has a fractal
structure in general.
AIM: The aim of this study was to use fractal
geometry to compare the morphometric complexity in the normal andsquamous cell carcinoma of the buccal mucosa, which was fulfilled by estimating the fractal
dimensions of ECTI profiles, isolated from histological sections of the tissue specimens.
The total number of inner 1st order Koch fractals
used in the 2nd order of Koch pentagonal fractal
geometry are 25 as depicted in Figure 4(c).
Due to the random process used, the structures obtained are all different in size and shape but possess common fractal
geometry and characteristics.
can be extremely useful in Ecology, given that biodiversity and ecological processes, such as predator-prey relationships, can be affected by the spatial complexity of physical (e.