Normal, sanitary, service and (sanitary) assistance calls employ the same basic algorithm which is visualized in Figure 7.
In order to verify the null space condition, we proposed novel and simple enumeration-based algorithms, which are called the basic and optimized pick-l algorithms, to obtain upper bounds of α k.
In this paper, we introduce and apply a modified version of the basic RAF algorithm, which is based on the concept of a pseudo-RAF.
Table 2 gives the basic power control (BPC) algorithm which is a modified BA equipped with the power control mechanism for all of the nodes.
Before proving the correctness and time complexity of the algorithm, we give the basic idea of our algorithm, which is based on the dynamical programming technique.
All these architectures have several limitations: the implementations are limited to the very basic functionality of the JPEG algorithm, which is the mode of operation known as "JPEG Baseline" [14, 15].
We implemented the DMAIP and DMAIP-E schemes in the Qualnet environment [20] and compared them with LEACH algorithm which is the basic of some existing algorithms [26, 27, 30].
The algorithm, which is based on basic graph theory concepts, finds all possible assignments sets which are consistent with the experimentally observed correlations and known connectivities in a very efficient manner.
Briefly, this algorithm, which is an extension of the basic RAF algorithm, works as follows (see [ 29] for details): Note that the particular irrRAF that is found by this algorithm depends on the order in which the reactions in are considered for removal.
The basic algorithm that drives evolution is therefore "generate variation and test" (the evolutionary algorithm), which is ultimately a probability function.
