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The power allocation is subject to a maximum power constraint for each node, where denotes the maximum node transmission power.
A ranked list of communities can then be obtained, for each node, where communities with highest membership degree are ranked first (lines 9 13 in Algorithm 2). 4.
The result of this first step is a list of paths for each node, where each path is represented by its active edges.
Equation (29) represents the power balance equations for each node, where (theta_{it}) is the phase angle of bus (i) in period (t); (D_{b}) is set of loads in bus (b); (G_{b}) is set of thermal units in bus (b).
Second inequality : The inequality in (29) is empty for each node where a DC is opened.
Betweenness was calculated as for each node, where V is the set of nodes, σ s, t) is the number of shortest paths and σ s, t | ν) gives the number of paths passing through node ν excluding s, t.
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A cooperative policy iteration algorithm is presented to achieve the optimal distributed synchronization control law for the agent of each node, where the coupled Hamilton Jacobi equations for optimal synchronization control of heterogeneous multi-agent differential games can be avoided.
A cooperative policy iteration algorithm is presented to achieve the optimal distributed synchronization control law for the agent of each node, where the coupled Hamilton-Jacobi equations for optimal synchronization control of heterogeneous multiagent differential games can be avoided.
For the utility objective, we set for each sensor node, where.
In the simulation, we have generated 105 packets for each source node, where one packet consists of one OFDM preamble and 49 OFDM data symbols of the same power.
For the sake of simplicity, we assume that it exists at least one link from j for each node j (where 1=j
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