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In [45] there is a derivation of the Zipf's law from the Heaps' law, even if it is not straightforward.
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You might think we should be able to predict this, even if it isn't straightforward.
However, since they were not conceived to exploit the separability of the problem (if it exists), it is not straightforward to derive decentralized solutions from this third group of techniques (one of the goals in this article).
Hence, switching an activated controller (e.g., Ct 1 ) for another controller (e.g., Ct 2 ) is possible only if the current state of the system (accepted by Ct 1 ) is accepted by the controller Ct 2. Switching controllers is not an easy task in general because it is not straightforward to decide if a given state is accepted by a controller.
It is not straightforward".
But it is not straightforward.
However, it is not straightforward to interpret.
It was not straightforward.
But it was not straightforward.
"It's not straightforward stuff.
"It's not straightforward," he says.
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