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Unlike FIA, this position did not coincide with the supposed sample concentration maximum which was expected at the sample center (30 μL in this case).
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The first hint that something was wrong at Yahoo came when Motherboard journalist Joseph Cox started receiving supposed samples of credentials hacked from the company in early July.
Suppose sample sizes increase at the same rate (n D /n A →k>0).
Even when a specific sampling rate is selected, desynchronization between nodes inevitably leads to a reduction of the network-wide sampling rate, since nodes that were supposed to sample at the same time instance end up acquiring measurements at different instances [5].
The gray was supposed to sample the coconut and feed and then come down the trunk and try Parker's trademark hazelnuts, drilled for easy access, inside the trap.
For example, the U.S. Census Bureau has often excluded Native Americans from Census studies because of a supposed insufficient sample size.
Suppose the sample interval of the PMU acquired signals from the secondary windings of instrument transformers is ({mathrm {Delta }} t).
Supposing that sample sets are (left{ {x^ (i,j left| {i = 1sim n,j = 1sim p} right.} right}), (x^ (i,j)) is parameter value (j) of sample (i), (n) and (p) are capacities of sample and quantity of index, respectively.
Suppose the sample covariance matrix is R ̂ = 1 m ∑ i = 1 m x i x i H (67). and assume the ordered eigenvalues of R ̂ are λ ̂ 1 ≥ λ ̂ 2 ≥ ⋯ ≥ λ ̂ n, while the ordered eigenvalues of the exact covariance matrix R are λ 1 ≥ ⋯ ≥ λ k ≥ λ k + 1 = ⋯ = λ n = σ 2. The normal distribution function of the received complex data x is [129] p ( x ; R ) = 1 det ( Π R ) m e − tr { R − 1 R ̂ } (68).
To formulate the algorithm, we suppose each sample have m replicates and let F be some summarizing function for the repeated measurements.
Suppose a sample with very few crystallites is studied: it is expected that the chances of observing any scattering is very unlikely, based on crystallites satisfying the 'Bragg condition'.
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