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Fewer sensor nodes required to cover a specific area.
The more computers on the network, the more nodes required to sync with the latest transaction history.
From Figure 13, we observe that the number of nodes required to achieve a connectivity probability of 0.95 is 100.
Specifically, we study the minimum number of nodes required to achieve full network connectivity, and present an analytical formula for estimating it.
In this paper, we develop an analytical model for self-pruning to determine expected number of forwarding nodes required to complete a broadcast in the network.
The maxVoI model (Eq. 4) determines a drastic reduction in the number of surveillance nodes required to detect outbreak sources with an accuracy higher than 90%.
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However, nodes require to equip with exclusive receivers that are expensive.
Moreover, it can be observed that the instantaneous network reliability with less relay nodes falls firstly since fewer relay nodes may result in the higher transmit power of each node required to get the same wireless link reliability [15].
In the idle mode, a node requires to sense the medium and therefore the consumed amount of power is approximately equal to the receive mode.
The weight on a vertex denotes residual energy of that node and the weight on an edge indicates the amount of energy that a node requires to transmit a unit of information along the edge.
Like any other wireless communications systems, channel state information (CSI) at both the relay nodes and the destination nodes are required to optimize certain criterions.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com