24 citations · 54 across the 5 of their papers we have counts for
5 papers
Dyadic Cantor set and its kinetic and stochastic counterpart
M. K. Hassan, N. I. Pavel, R. K. Pandit +1
Firstly, we propose and investigate a dyadic Cantor set (DCS) and its kinetic counterpart where a generator divides an interval into two equal parts and removes one with probabilit…
Scale-free coordination number disorder and multifractal size disorder in weighted planar stochastic lattice
M. K. Hassan, M. Z. Hassan, N. I. Pavel
The square lattice is perhaps the simplest cellular structure. In this work, however, we investigate the various structural and topological properties of the kinetic and stochastic…
Dynamic scaling, data-collapse and self-similarity in Barabási-Albert networks
M. Kamrul Hassan, M. Zahedul Hassan, Neeaj I. Pavel
In this article, we show that if each node of the Barabási-Albert (BA) network is characterized by the generalized degree , i.e. the product of their degree and the square r…
Scale-free network topology and multifractality in weighted planar stochastic lattice
M. K. Hassan, M. Z. Hassan, N. I. Pavel
We propose a weighted planar stochastic lattice (WPSL) formed by the random sequential partition of a plane into contiguous and non-overlapping blocks and find that it evolves foll…
Extensive analytical and numerical investigation of the kinetic and stochastic Cantor set
M. K. Hassan, M. Z. Hassan, N. I. Pavel
We investigate, both analytically and numerically, the kinetic and stochastic counterpart of the triadic Cantor set. The generator that divides an interval either into three equal…