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As evident from the graph, this number grows exponentially.
For a five small cell network, this number grows to 34,340.
As this number grows with the number of nodes, this approach is difficult to implement in large networks.
Although finding a shortest path on a DAG has a polynomial complexity in the number of vertices and edges, this number grows exponentially as the size of the network and initial data traffic load increase.
Finally, we also give an explicit lower bound for the number of non-isomorphic designs having the same parameters as PG1(n,q); in particular, we obtain a new proof for the known fact that this number grows exponentially for any fixed value of q.
The paper first presents the central suboptimal H∞ filter for linear systems with state delay, based on the optimal H2 filter from [37], which contains a finite number of the filtering equations for any fixed filtering horizon, but this number grows unboundedly as time goes to infinity.
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In 2010, this number grew to 15%.
This number grew to 550 in 2016, and an early evaluation of the programme shows that it has had a positive effect on the sleep patterns, and signs of anxiety and depression among those registered.
This number grew first rapidly, later following a linear increase (see Figure 2A).
This number grew gradually with time to approximately 20 before August 2006 (Table 1).
By 2015, this number grew to 58 million, a growth rate of 28percentt per year.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com