Given the outlined system model, our actual goal now is to design a non-cooperative procedure for adapting the radar codes in order to maximize the individual detection performances.
In addition, to properly test our non-cooperative procedures, we increase the number of possible strategies enriching with other suitable codes the set Ω. We resort to the following construction procedure.
A cooperative labeling procedure is used to investigate the automorphic permutations to find the canonical code.
Otherwise the initial detection node starts the cooperative detection procedure, and deals with broadcasting and notifying all one-hop neighbors to participate in the decision making.
This figure compares the performance of the soft-based cooperative decision procedure assuming linear weights (Equation (3)), but also the quadratic (Equation (4)) and the square root version (Equation (5)).
The specific cooperative communication procedure consists of two transmission slots: in the first slot, source cluster head S broadcasts its data as byte x, all the relay node R i and destination cluster head D can hear this message, and their received signals are shown as follow, respectively: {y}_{S, D}=sqrt{P_S}{h}_{S, D} x+{n}_{S, D} (1) {y}_{S,{R}_i}=sqrt{P_S}{h}_{S,{R}_i} x+{n}_{S,{R}_i} (2).
Infants treat communication as a cooperative process.
For the TOA-based cooperative system, the procedure of the eigenvalue-based approach consists of three steps.
However, this technique is indicated only for cooperative patients since procedures are time-consuming and treatment requires several visits.
The advantage of CT scanning is the shorter imaging time, which may allow use of the scanning procedure for cooperative children without anesthesia.
