Mobile Sensor Networks: Bounds on Capacity and Complexity of Realizability
Yizhen Chen

TL;DR
This paper develops a mathematical framework for mobile sensor networks, analyzing their capacity bounds and complexity of realizability, with results on maximum, minimum, and expected capacities of different models.
Contribution
It introduces new theoretical bounds on capacity and complexity for combinatorial and geometric mobile sensor networks, including decision problems for network realizability.
Findings
Derived bounds on maximum, minimum, and expected capacity of sensor networks.
Established complexity results for determining network realizability from geometric models.
Analyzed the relationship between combinatorial and geometric network models.
Abstract
We develop the mathematical theory of a model, constructed by C. Gu, I. Downes, O. Gnawali, and L. Guibas, of networks that diffuse continuously acquired information from mobile sensor nodes. We prove new results on the maximum, minimum, and expected capacity of their model of combinatorial and geometric mobile sensor networks, as well as modified versions of these models. We also give complexity results for the problem of deciding when a combinatorial mobile sensor network is generated from a geometric mobile sensor network. A more detailed description of the concerned concepts is the following. In a restricted combinatorial mobile sensor network (RCMSN), there are n sensors that continuously receive and store information from outside. Every two sensors communicate exactly once, and at an event when two sensors communicate, they receive and store additionally all information the…
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Taxonomy
TopicsEnergy Efficient Wireless Sensor Networks · Mobile Ad Hoc Networks · DNA and Biological Computing
