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Since a typical public cloud provider charges by the hour, the resource is held until the end of this "paid hour" period, by using the ceiling function.
This slight modification of the common formula for the number of required clusters (over that say presented in [ 2]), has rounded up the total sample size to a multiple of the cluster size (using the ceiling function).
The corresponding number of individuals in each of the k equally sized clusters is: (14) this time rounding up the total sample size to a multiple of the number of clusters (k) available (using the ceiling function).
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We use the ceiling function ⌈ μ ⌉ to denote the smallest integer greater than or equal to μ and the floor function ⌊ μ ⌋ to denote the largest integer less than or equal to μ.
where ceil denotes the ceiling function.
The ceiling function ⌈ v ⌉ is used to denote the smallest integer greater than or equal to v, and the floor function ⌊ v ⌋ to denote the largest integer less than or equal to v. Also N = { 1, 2, … } and N 0 = { 0, 1, 2, … }.
where f s is the sampling rate, N u is the number of used subcarriers, N CP is the length of cyclic prefix, and ⌈·⌉ is the ceiling function.
Here, ⌈.⌉ denotes the ceiling function.
where ⌈·⌉ represents the ceiling function.
where ⌈·⌉ is the ceiling function.
Here, ⌈·⌉ represents the ceiling function.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com