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To find the optimal tradeoff between area and delay, the proposed algorithms are further extended to find an MCM design with optimal area under a delay constraint.
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Statistical analysis of these data by two-way ANOVA with 'area' and 'peak delay' as the two factors indicated that there was a significant main effect of area [ F 3, 48) = 5.764, P < 0.01], but no significant main effect of peak delay [ F 3, 144) = 1.813, P > 0.05], nor significant interaction between area and peak delay [ F 9, 144) = 1.522, P > 0.05].
Statistical analysis of these data by two-way ANOVA with 'area' and 'onset delay' as the two factors indicated that there were significant main effects of area [ F 3, 48) = 4.598, P < 0.01]and onset delay [ F 3, 144) = 7.626, P < 0.001], and a significant interaction between area and onset delay [ F 9, 144) = 2.877, P < 0.01].
If such patterns are identified and used for the system design, trade-off between the area and delay can be achieved.
Each LUT size is represented by three numbers (the number of inputs, area, and delay).
In addition, to explain millisecond delays in activation between areas and stimulus types, it seems advantageous to recur to neurocognitive (rather than abstract cognitive) concepts, such as that of synfire chains mechanistically implementing delay lines in a neurobiologically plausible manner (Shmiel et al., 2005).
Activity spreading within circuits determined by between-area conduction delays accounts for comprehension-related regional activation differences in the millisecond range.
Note that a classic psycholinguistic model of a mixed parallel-and-cascaded nature could possibly be tailored to capture the experimental facts summarized; it would, however, not provide a priori predictions on the cortical areas involved and, critically, the time delay between area activations and psycholinguistic sub-processes.
Comparison between baseline and delay of contraversive saccades (left), comparison between baseline and delay of ipsiversive saccades (middle), and comparison between the contra- and ipsiversive saccades in the delay period (right).
Comparison between baseline and delay of contraversive saccades (left), comparison between baseline and delay of ipsiversive saccades (middle), and comparison between the contra- and ipsi-versive saccades in the delay period (right).
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