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Assume a signal is sampled using the above scheme and then the measurements y are transmitted.
Using the above scheme, the queue states emerge as Q i (k + 1) = (Q i (k) – nγ i ) + + Δ i (k).
Using the above scheme, the queue states emerge as Q i (k +1) = f (Q i (k), nγ i,) + Δ i, k), where f (A, B) = A – B if A ≥ B, and = A otherwise.
Using the above scheme, the queue update (2) reduces to Q i (k +1) = f (Q i (k), nγ i ) + Δ i (k), where f (A,B) = A – B if A ≥ B, and = A otherwise.
Using the above scheme, lower weight questions that are relatively easy to guess based on an adversary's knowledge of a user's schedule are filtered out and the preference is given to more infrequent events (e.g., visiting a new restaurant) which are more likely to be recalled by users.
Using the above scheme, we generate a large number of data sets, calculate the test statistic for each one, and use the resulting distribution to empirically estimate the P value for the test statistic obtained from the original data.
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Theorem 1: For the K-selective MIMO BC with n t transmit antennas at the source and n r receive antennas at the destinations (n t ≥ Kn r ) when a zero forcing scheme is used, the total spatial multiplexing gain of Kn r can be achieved using the above RVQ scheme if the number of feedback bits N f sent by each user scales as (24).
Consequently, even if the host is colored, using the above proposed scheme we expect the same performance as for DFT-RDM applied to a white host for the same attack filter and the same system parameters.
Using the above encoding scheme, the queue update equation for user i (2) reduces to Q i (k + 1) = Q i (k) –min(Q i (k), ny i ) + Δ i (k) = (Q i (k) – ny i ) + + Δ i (k).
For a selective fading MIMO BC with n t ≥ Kn r, we show in Theorem 3 that when using the above PRF scheme with a sufficient number of feedback bits and a zero forcing precoder, the total multiplexing gain can be also achieved.
Using the above classification scheme in conjunction with genotyping by PAGE analysis of digested amplified DNA, and by cloning of individual PCR products we assessed the frequency of the indel variants in the sample of 214 ovine SPRN alleles.
More suggestions(15)
using the previous scheme
using the above system
using the above regimes
using the above relation
using the above Equation
using the subsampling scheme
using the first scheme
using the above information
using the above remark
using the above lemmas
using the above definition
using the hybrid scheme
using the explicit scheme
using the following scheme
using the above ice
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.
Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com