Reliable, Effective and Fault-Tolerant Design of LeafyCube Interconnection Network Topology

Adhiakri*, Nibedita; Singh, Rajesh; Swain, Nirmal Keshari

doi:10.35940/ijitee.l2707.1081219

Cited by 2 publications

(2 citation statements)

References 11 publications

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“…The tree-hypercube (TQ) has many hypercube properties, including self-routing and division [14]. They outperform hypercubes in diameter, extension, and average distance.…”

Section: Related Workmentioning

confidence: 99%

A New Fractal Topologies Based on Hypercube Interconnection Network

Khudhair,

Rabee,

Al-Rammahi

2023

AJEST

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A parallel processing system's most crucial part is a network interconnection that links its processors. The hypercube topology has exciting features, making it an excellent option for parallel processing applications. This paper presents two innovative configurations of interconnection networks based on fractal Sierpinski and a hypercube. These are the Sierpinski Triangle Topology (STT) and Sierpinski Carpet Topology (SCT). Compared to a hypercube, the Sierpinski Triangle topology (STT) noticed a significant decrease in the number of nodes and links as large networks grew. Hence, it considers a great way to reduce costs because it uses fewer nodes and links. The average distance is also shorter, which is better. Despite it has a smaller bisection width and a more degree than a hypercube by one. The Sierpinski Carpet Topology (SCT) has the advantage of having a higher bisection width than a hypercube. That is preferable because it places a lower restriction on the difficulty of parallel algorithms. In contrast, the drawback of this topology is that it has a diameter and average distance more than a hypercube.

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“…The tree-hypercube (TQ) has many hypercube properties, including self-routing and division [14]. They outperform hypercubes in diameter, extension, and average distance.…”

Section: Related Workmentioning

confidence: 99%

A New Fractal Topologies Based on Hypercube Interconnection Network

Khudhair,

Rabee,

Al-Rammahi

2023

AJEST

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“…A network topology is the arrangement of computer systems or ICT resources to communicate [18]. There are eight basic topologies in studying networks: point to point, mesh, ring, star, bus, tree, hybrid, or daisy chain.…”

Section: Network Topologymentioning

confidence: 99%

Adjusting cyber insurance premiums based on frequency in a communication network

Indratno

Antonio

Saputro

2021

Int. J. Adv. Intell. Informatics

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This study compares cyber insurance premiums with and without a communication network effect frequency. As a cybersecurity factor, the frequency in a communication network influences the speed of cyberattack transmission. It means that a network or a high activity node is more vulnerable than a network with low activity. Traditionally, cyber insurance pricing considers historical data to set premiums or rates. Conversely, the network security level can evaluate using the Monte Carlo simulation based on the epidemic model. This simulation requires spreading parameters, such as infection rate, recovery rate, and self-infection rate. Our idea is to modify the infection rate as a function of the frequency in a communication network. The node-based model uses probability distributions for the communication mechanism to generate the data. It adopts the co-purchase network formation in market basket analysis for building weighted edges and nodes. Simulations are used to compare the initial and modified infection rates. This paper considered prism and Petersen graph topology as case studies. The relative difference is a metric to compare the significance of premium adjustment. The results show that the premium for a node with a low level in a communication network can reach 28.28% lower than the initial premium. The premium can reach 20.99% lower than the initial network premium for a network. Based on these results, insurance companies can adjust cyber insurance premiums based on computer usage to offer a more appropriate price.

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Reliable, Effective and Fault-Tolerant Design of LeafyCube Interconnection Network Topology

Cited by 2 publications

References 11 publications

A New Fractal Topologies Based on Hypercube Interconnection Network

A New Fractal Topologies Based on Hypercube Interconnection Network

Adjusting cyber insurance premiums based on frequency in a communication network

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