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Arbitrarily fine partitioning is prevented since an excessively large number of small banks is area inefficient, imposing a severe wiring overhead, which also tends to increase communication power and decreaseperformance.
Since this corresponds to an excessively fine partitioning in Scenario 2), for the IEEE feeder, the region choice is made in such a way that a local controller is placed at each network bifurcation point, and the associated region corresponds to all those nodes which are electrically closer to it (in terms of line impedance).
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Higher granularity indicates fine partitions, whereas coarser partitions suggest lower granularity.
The approach is based on the original definition and enables us to use fine partitions and long sequence lengths.
Let ϵ be a sufficiently small positive number, and let a be sufficiently fine partition of unity on ( G ¯ ∩ U ¯ ) × [ 0, T ].
By modulating the probability cutoff, MATILDE can generate a fine partition, as do LD-based methods, or a coarse one, as HapBlock (see Additional files 1, 2, 3, and 4 for additional sample sizes).
Interactive services, in particular, benefit from these architectures since a finer partitioning of the coverage area allows for parallel data stream transmissions.
Therefore, taking these highest amplitudes into consideration using the 'classical' generalized inverse method would require a finer partitioning of the cdf, which would produce a typical set made up of a huge amount of elements.
In order to construct a typical set with a reasonable value for ℓ, we propose to accommodate the above-mentioned method by performing a non-uniform partitioning of G n 's cdf, and, as high amplitudes are important in terms of moments, we proceed with a finer partitioning of the [0, 1] segment for values close to 1.
Let P ˙ be a δ-fine partition.
We take the infimum over all δ-fine partitions of I.
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