Sentence examples for correct random from inspiring English sources

Effectiveness of the scheme is also shown against the noise, occlusion and attacks using partially correct random phase keys.

The performance of the proposed technique has also been analyzed against occlusion, noise, and attacks using partial windows of the correct random phase keys.

In order to interpret the RCTs, some key factors of their design, such as correct random allocation masking or calculation of the sample size, and reflecting on other more subtle aspects (but more intuitive for the clinician), related with the relevance of the research question and presentation from of the results must been known.

Most of the ECC techniques are designed to correct random errors, the DFE on the other hand produces errors which are bursty in nature due to the fact that DFE relies on delay-free hard decisions (before decoding) to cancel the ISI.

Therefore a correct random sample of the population is important for the evaluation of HLA associations within that population.

A correct random graph model could provide means of assessing the statistical significance of contact map similarity.

Then, a high hardware-efficient FEC design for AAV, which is capable of correcting random errors as well as phase inversion, is proposed based on circulant decomposition with circulant size of 2s.

The expense and practical difficulty of detecting and correcting random errors must be considered in relation to the benefits of such efforts.

However, the expense and practicality of detecting and correcting random errors must be considered in relation to the benefits of such efforts and the intended use of the data.

While this is not an argument in favour of poor quality data, reducing the time and valuable resources spent on detecting and correcting random errors in routine DSS operations may be justifiable as the returns from such procedures diminish with increasing overall accuracy.

Finally, an adjustment to the proportion of correctly imputed genotypes by the expected proportion that would be correct from random sampling of alleles was calculated as: accuracy - random _ accuracy 1 - random _ accuracy [ 7], where accuracy is the proportion of correctly imputed genotypes achieved for the SNP and random_accuracy is the expected proportion using random imputation.