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Multiplicative KV and Multiplicative Hyper -KV Indices of Certain Dendrimers
International Journal of Fuzzy Mathematical Archive, 2019In this study, we define the multiplicative KV indices and multiplicative hyper- KV indices of a graph. Also we introduce the general multiplicative KV indices of a graph. Furthermore, we compute these indices for POPAM and tetrathiafulvalene dendrimers.
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Wireless Personal Communications, 2019
In this paper, the image encryption using hyper-chaotic mapping for permutation and diffusion is proposed. 2D hyper-chaotic map is used to generate permutation order into scramble the image in the permutation stage itself. It is further diffused by multiple hyper-chaotic maps through Lorenz’s and Chen’s system.
T. Gopalakrishnan, S. Ramakrishnan
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In this paper, the image encryption using hyper-chaotic mapping for permutation and diffusion is proposed. 2D hyper-chaotic map is used to generate permutation order into scramble the image in the permutation stage itself. It is further diffused by multiple hyper-chaotic maps through Lorenz’s and Chen’s system.
T. Gopalakrishnan, S. Ramakrishnan
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\(n\)-absorbing \(I\)-prime hyperideals in multiplicative hyperrings
Summary: In this paper, we define the concept \(I\)-prime hyperideal in a multiplicative hyperring \(R\). A proper hyperideal \(P\) of \(R\) is an \(I\)-prime hyperideal if for \(a, b \in R\) with \(ab \subseteq P-IP\) implies \(a \in P\) or \(b \in P\). We provide some characterizations of \(I\)-prime hyperideals.Mena, Ali Abdullah, Akray, Ismael
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Hyper-Parameter Tuning for Graph Kernels via Multiple Kernel Learning
2016Kernelized learning algorithms have seen a steady growth in popularity during the last decades. The procedure to estimate the performances of these kernels in real applications is typical computationally demanding due to the process of hyper-parameter selection. This is especially true for graph kernels, which are computationally quite expensive.
MASSIMO, CARLO MARIA +2 more
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Hyper-bent Boolean Functions with Multiple Trace Terms
2010Bent functions are maximally nonlinear Boolean functions with an even number of variables. These combinatorial objects, with fascinating properties, are rare. The class of bent functions contains a subclass of functions the so-called hyper-bent functions whose properties are still stronger and whose elements are still rarer.
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Multiple Void Growth Simulations in the Hyper-Elastic Material
Computer Technology and Applications, 2004If the hydrostatic tensile load is applied to a hyper-elastic material, the void initiates when the load exceeds the critical value. On the other hand, it is important to study multiple void growth phenomena, in order to consider the fracture by coalescence of voids.
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