Papers

DETERMINATION OF FRACTAL DIMENSION OF THE CLASSICAL TRIADIC CANTOR SET AND STOCHASTIC CANTOR SET USING MONTE-CARLO SIMULATION AND COMPARISON WITH ANALYTICAL SOLUTION (Pages : 5 - 8)

A. NOBI, M. B. HOSSAIN, M. ZAMIL SULTAN, M.F. KIBRIA AND M. SAZZADUR RAHMAN

Fractal dimension of the classical triadic Cantor set is determined using Monte Carlo simulation in which an interval [0, 1] is fragmented into three equal parts and the middle one is deleted every time from each segment. Fractal dimension of the triadic Cantor set was found 0.630. The fractal dimension of stochastic Cantor set in which the interval is fragmented into three equal parts but deleted randomly, varies from 0.65 to 0.68 at probability 1 and increases with decreasing probability. In addition, a general comparison of the fractal dimensions of the stochastic Cantor set in different probabilities is presented in this study.Download


Latest News

Upcoming Issue: International Journal of Sustainable Crop Production, Volume 14 Issue 1, May 2019
Upcoming Issue: International Journal of Experimental Agriculture, Volume 9 Issue 2, May 2019
Upcoming Issue: Journal of Innovation and Development Strategy, Volume 13 Issue 1, August 2019
Upcoming Issue: Institutional Engineering and Technology, Volume 7 Issue 1, August 2019
Upcoming Issue: Journal of Soil and Nature, Volume 10 Issue 1, November 2019
Upcoming Issue: Marine Resources and Aquaculture, Volume 4 Issue 1, November 2019

Contact Us

Green Global

+880 1712 068306


Green Global

editorATggfjournalsDOTcom rajuakhtar8ATgmailDOTcom