Sentence examples for output labelling from inspiring English sources
The critic Norman Lebrecht, writing in 2005, dismissed almost all Tippett's output, labelling him "a composer to forget".
The second stage incorporates additional patch-neighborhood and global aggregate features, using either a further layer of LRCs or a Conditional Random Field to produce the final output labeling.
Each complete 14-RANC can have up to 214−1 = 16,383 outputs, not counting the output labeled 0, for a total of 442,341 outputs.
The single n-RANC that produces the output labeled 0 is a non-hexagonal column that requires n+1 cells added to an otherwise Complete n-RANC.
For example, the output labeled 0, <img src="http://journals.plos.org/plosone/article/asset?id=info?doi/10.1371/journal.pone.0004154.e070.PNG" class= inline-graphic"/>, responds when there is no stimulus.
The final test output, labeled AKIRisk, is shown as a numeric result.
The first (n−1 -RANC produces the outputs labeled 0 to 2n−1 -RANCd the second produces outhets 2n−1+1 toutputs
Somewhat obvious modifications are also required for the single n-RANCs that produce the outputs labeled 0 and 2n−1 so that they are produced according to the logic identities 3 and 4 in Table 2.
These n-RANCs are shown on the left and right sides of Fig. 1A D and the left of Fig. 2. The single n-RANCs for the outputs labeled 2n−1−1 and 2n−1 are constructed differently from the recursive definition of a BC n-RANC because they must conform to equations 1 and 2 in Table 2 to have the interval measure property.
This modular architecture makes assembly of the network considerably simpler than the result appears in Fig. 2. To facilitate clarification of subsequent diagrams, one of the excitatory connections is drawn in green in Fig. 4F, G. Non-hexagonal n-RANCs for the outputs labeled 2n−1−1 and 2n−1 are also modular, as described previously in the recursive process for constructing them.
With all inputs and outputs labeled, we obtain the CNF formula for each gates and the entire circuit.
