Sentence examples for bits to encode the from inspiring English sources

Exact(8)

"Keeping the same energy" is important to image compression, it can make the encoding algorithm using less bits to encode the wavelet coefficients.

It's conceivable that using more bits to encode the audio (while sticking with the same sampling rate) will improve the sound – if you have wonderful hearing.

The third approach is to use more than eight bits to encode the large numbers of ideographs; for instance, two bytes can represent uniquely more than 65,000 ideographs.

As previous label switching technologies use more bits to encode the label, they do not suffer from the label sparsity issues that ELS might.

If we use a quantizer with a dead zone around the zero value, as shown in Figure 3(c), we can use fewer parity bits to encode the AC coefficients near the zero value.

We have set aside 14 bits to encode the index number for long sequences, and 24 bits for shorter sequences.

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RAPSearch2 uses 4 bytes (32 bits) to encode each 6-mer in the database: the first 20 bits are used to represent the hash keys on the reduced alphabet for all 6-mers (since 2≈10) in the database; and the lower 12 bits are used to represent the offset of each instance of the 6-mers in the regular amino acid alphabet.

Consequently, they use unnecessary bits to encode almost zero motion vectors with perceptually insignificant residual errors for the background segment.

bits to encode Δ s r 's over all line segments bits to encode t r 's over all line segments bits to encode u r 's over all line segments Given a delineation 𝒬 (hypothesis) of coordinates 𝒫 (data), denote the total message length required to explain the data by the hypothesis as ℋ.

bits to encode Δ s r 's over all line segments bits to encode t r 's over all line segments bits to encode u r 's over all line segments ∑ r =1 k −1log* m r ij, where m r ij = j r − i r −1, representing the total code length to encode the number of intermediate points described by all line segments in the delineation put together.

If we choose the distributions p u well so that common edges are given high probability, we will use few bits to encode frequently occurring symbols.

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