| Biographie |
|---|
| I have always been a problem solver, even before I could remember. My hobbies range from reading to math, puzzles to poetry and music, building models to stamp collecting, ping pong and baseball. At school, I affiliate in the debate club, math club, science teams and engineering club. Most of all, I am a thinker and a worker. |
| Steven Zheng
A Statistical Approach to the Applications of Fractal Geometry
| Division: | Sciences physiques et des mathématiques | | Catégorie: | Intermédiaire | | Région: | Greater Vancouver | | Ville: | Richmond, BC | | École: | R C Palmer Secondary | | Sommaire: | I wanted to find an automatic method to calculate the area, volume or numerical value to evaluate and analyze natural patterns. Most importantly, I want to apply this method to science. The method was derived from geometric progression but modified so that it includes the value of the original shape of a fractal set. By applying the formulaA_T=k (1 a[1-r^I ]/(1-r)) and other variants. |
| Prix | Valeur | Prix de mathématiques Discovery Channel
Sponsor: Discovery Channel | 750,00 $ | | Total | 750,00 $ | |
Imprimer/Télécharger en format PDF