It is supposed that the network topology is dynamic and the existence of a communication link between each two agents is stochastic.
Now suppose that the network operates in the regime (0
Suppose that the network operates in a parameter regime where there exists a unique fixed point.
The packet size is fixed and normalized to 1. Suppose that the network operates on L channels.
Suppose that, for the Boolean network with n states and two types of the control inputs, the initial state x 0) = x0, ρ satisfying 0 ≤ ρ ≤ 1, the control time N, the parameters on duration of drug effectiveness L u i (u i s ), W u i (u i s ), and W u i (u i s ) are given.
Problem 1 Suppose that, for the Boolean network with n states and two types of the control inputs, the initial state x (0) = x 0, ρ satisfying 0 ≤ ρ ≤ 1, the control time N, the parameters on duration of drug effectiveness L u i (u i s ), W u i (u i s ), and W u i (u i s ) are given.
In order to establish a consistent method for topological sub-network identification we suppose that the functional network response F can be described by the combination of sub-networks with the respective response functions f 1 … f m : F = f 1 ∘ ⋯ ∘ f m (9).
It is supposed that the complex network of interest can be modeled as an HDS, ΣHDS, and that the network's desired or "normal" behavior can be characterized with an LTL formula ϕ; generalizing the situation to a set of LTL formulas {ϕi} is straightforward.
Supposing that the purchasing cost of distribution networks account for 50% of consumer electricity cost, the average household electricity cost without economic optimization of distribution network is 164.98 £/MWh.
Since no identification of tetragonally bonded carbon atoms was found, it is supposed that the bonding network is composed of imine-like units and only to a small part of nitrile-type elements.
