|$\tau $| | The number of steps in the RQ1 experiment |
|$f(c)$| | The number of distributed data flows when there are |$c \in (\mathbb{N} \cap [0,\tau ])$| new composites composed by the service |$S_F$| |
|$g(c)$| | The number of decentralized data flows when there are |$c \in (\mathbb{N} \cap [0,\tau ])$| new composites composed by the service |$S_F$| |
|$im(\Omega _\alpha )$| | The image of the function |$\Omega _\alpha $| |
|$im(\omega )$| | The image of the function |$\omega $| |
|$im(\Gamma )$| | The image of the function |$\Gamma $| |
|$\tau $| | The number of steps in the RQ1 experiment |
|$f(c)$| | The number of distributed data flows when there are |$c \in (\mathbb{N} \cap [0,\tau ])$| new composites composed by the service |$S_F$| |
|$g(c)$| | The number of decentralized data flows when there are |$c \in (\mathbb{N} \cap [0,\tau ])$| new composites composed by the service |$S_F$| |
|$im(\Omega _\alpha )$| | The image of the function |$\Omega _\alpha $| |
|$im(\omega )$| | The image of the function |$\omega $| |
|$im(\Gamma )$| | The image of the function |$\Gamma $| |
|$\tau $| | The number of steps in the RQ1 experiment |
|$f(c)$| | The number of distributed data flows when there are |$c \in (\mathbb{N} \cap [0,\tau ])$| new composites composed by the service |$S_F$| |
|$g(c)$| | The number of decentralized data flows when there are |$c \in (\mathbb{N} \cap [0,\tau ])$| new composites composed by the service |$S_F$| |
|$im(\Omega _\alpha )$| | The image of the function |$\Omega _\alpha $| |
|$im(\omega )$| | The image of the function |$\omega $| |
|$im(\Gamma )$| | The image of the function |$\Gamma $| |
|$\tau $| | The number of steps in the RQ1 experiment |
|$f(c)$| | The number of distributed data flows when there are |$c \in (\mathbb{N} \cap [0,\tau ])$| new composites composed by the service |$S_F$| |
|$g(c)$| | The number of decentralized data flows when there are |$c \in (\mathbb{N} \cap [0,\tau ])$| new composites composed by the service |$S_F$| |
|$im(\Omega _\alpha )$| | The image of the function |$\Omega _\alpha $| |
|$im(\omega )$| | The image of the function |$\omega $| |
|$im(\Gamma )$| | The image of the function |$\Gamma $| |
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