``Multifractals in Transmission of Off-line {\&} On-line E-Voting Systems''*

An e-voting systems is a voting system in which the election data is recorded, stored {\&} processed primarily as digital information. Those are 2 type of e-voting systems: off-line {\&} on-line systems[Alaguvel {\&} Gnanavel, 2013]. ``Using transfer matrix method {\&} multifractal theory, we studied the transmission properties of 1D generalized Fibonacci structures GF(m.n) in which m {\&} n different intervals are integer according to a substitution rule[Yuannong Zhang, \textit{et.}al,:\textbf{Multifractal properties of 1D quasi-period Photonic Crystal''.} ``Transmission spectra of 1D fractal multilayer structures are found to exhibit self-similar properties'' says Zhukovsky {\&} Lavrinenko in \textbf{``Spectral self-similarity in fractal 1D photonic structures'', }\underline {Photonics {\&} Nanostructures, }2005 whereas Jacob Trevino, \textit{et.al } studies `structural properties, photonic density of state {\&} bandedge modes of Vogel spiral arrays of dielectric cylinders in air'.\underline { }