What is the fractal dimension theory?
Fractal dimension is a measure of how "complicated" a self-similar figure is.
In a rough sense, it measures "how many points" lie in a given set.
A plane is "larger" than a line, while S sits somewhere in between these two sets.What is the general introduction to fractal geometry?
A fractal is a shape which is made up of parts similar to the whole in some way.
A second definitive characteristic of fractals is the dimensional realm in which they exist.
Fractals have dimensions in between 1 and 2, and in between 2 and 3.Is fractal geometry Real?
A fractal is a recursively created never-ending pattern that is usually self-similar in nature.
Separate from Euclidean geometry, fractal geometry addresses the more non-uniform shapes found in nature, such as mountains, clouds and trees.
Fractals provide a systematic method to capture the “roughness” of some objects.- Fractal-like networks effectively endow life with an additional fourth spatial dimension.
This is the origin of quarter-power scaling that is so pervasive in biology.
La formation du vocabulaire de la physique nucléaire: quelques jalons
Glossaire de sûreté de l'AIEA
PARTIE 2 Termes et Définitions Nucléaires en Français
Glossaire principaux acronymes sigles et symboles utilisés dans l
197-glossaire-edfpdf
Caractérisation moléculaire des réservoirs du VIH à différents
Innovation thérapeutique et accident médicamenteux
Théorie des contrats administratifs et marchés publics internationaux
Index F à J
