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We provide fundamental lower bounds on the network complexity of group-strategyproof, budget-balanced mechanisms.
The Pareto front obtained reveals two more important things: first, it gives the bounds on the network capacity in terms of mass flow delivery.
And then the latter, based on arrival curves and effective service curves, is used to obtain the stochastic or statistical bounds on the network performance.
The number of covered nodes also approaches zero under fixed radius assumption while an infinite number of nodes can be covered in the case of r n → 0. aIn[9], we propose two upper bounds on the network coverage.
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For the real-time implementation, real-time control signals are constructed for every entry of pre-specified vector of time delays, which is selected based on the presumed upper-bound of the network time delay.
Besides providing new lower bounds on the energy benefit of network, the network codes that are constructed in this paper are of interest by themselves.
We establish lower bounds on the benefit of network coding, defined as the maximum of the ratio of the minimum energy required by routing and network coding solutions, where the maximum is over all configurations.
We improve the lower bounds on the energy savings of network on the hexagonal lattice given in [21].
In this work we have provided lower bounds on the energy benefit of network coding for wireless multiple unicast.
The problem of reducing energy consumption for many-to-many broadcast traffic in wireless networks has been studied by Fragouli et al. in [18] and Widmer and Le Boudec in [19], providing lower bounds on the energy benefit of network coding for specific topologies.
The former, using arrival curves and service curves, is mainly used to obtain the exact solution of the bounds on network performance, such as queue length and queue delay, and so on.
More suggestions(15)
bounds on the size
bounds on the performance
bounds on the probability
bounds on the compression
bounds on the state
bounds on the secrecy
bounds on the system
bounds on the number
bounds on the position
bounds on the norm
bounds on the convergence
bounds on the value
bounds on the error
bounds on the heat
bounds on the design
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