122 K. Rastle, M. Brysbaert / Cognitive Psychology 53 (2006) 97–1456.2.1. Parameter setSimulation 1 used the standard set of DRC parameters <strong>for</strong> lexical decision, as describedby Coltheart et al. (2001). The lexical decision parameters are identical to the parametersused <strong>for</strong> read<strong>in</strong>g aloud (Coltheart et al., 2001, Table 1), except that the parameter controll<strong>in</strong>g<strong>in</strong>hibition from the letter units to the orthographic units is reduced to 0.300 from0.435. Coltheart et al. (2001) justified this very m<strong>in</strong>or modification as a strategic variationadopted specifically <strong>for</strong> the lexical decision task.6.2.2. Results6.2.2.1. Total activation <strong>in</strong> the orthographic lexicon. The total orthographic activationproduced by each graphemic control (at each of the 100 process<strong>in</strong>g cycles) was subtractedfrom the total orthographic activation produced by each <strong>phonological</strong> prime (at each process<strong>in</strong>gcycle). A positive value reflected more total orthographic activation produced by<strong>phonological</strong> primes than by graphemic controls (<strong>in</strong>dicat<strong>in</strong>g scope <strong>for</strong> simulat<strong>in</strong>g a <strong>phonological</strong><strong>prim<strong>in</strong>g</strong> effect); a negative value reflected the reverse relationship. These activationdifference values at 25, 50, and 100 cycles were then subjected to one-sample t tests. Resultsshowed an effect on total activation <strong>in</strong> the opposite to desired direction: Greater total activationwas produced by graphemic controls than by <strong>phonological</strong> primes. This effect wasmarg<strong>in</strong>ally significant at 25 cycles (M = .0193, t(111) = 1.66, p < .10), 50 cycles(M = .1342, t(111) = 1.72, p < .10), and 100 cycles (M = .1763, t(111) = 1.70,p < .10).6.2.2.2. Activation of target units <strong>in</strong> the orthographic lexicon. The activation produced <strong>in</strong>each target orthographic unit dur<strong>in</strong>g presentation of each graphemic control was subtractedfrom that produced dur<strong>in</strong>g presentation of each <strong>phonological</strong> prime. A positive valuereflected more activation <strong>in</strong> target orthographic units produced by <strong>phonological</strong> primesthan by graphemic controls and a negative value reflected the reverse relationship. Theseactivation difference values at 25, 50, and 100 cycles were then subjected to one-sample ttests. Results showed no statistical difference <strong>in</strong> the amount of activation produced <strong>in</strong> targetorthographic units from <strong>phonological</strong> primes and graphemic controls at 25 cycles(M = .0002, t < 1), 50 cycles (M = .0005, t < 1), or 100 cycles (M = .0227,t(111) = 1.23, n.s.).6.2.3. DiscussionSimulation 1, which used the standard parameters <strong>for</strong> lexical decision, showed no scope<strong>for</strong> produc<strong>in</strong>g a <strong>phonological</strong> <strong>prim<strong>in</strong>g</strong> effect at any of the time po<strong>in</strong>ts sampled. Phonologicaland graphemic control primes had an equivalent <strong>in</strong>fluence on the activation of targetorthographic units; further, graphemic control primes actually yielded more total orthographicactivation than did <strong>phonological</strong> primes (a result <strong>in</strong> the opposite to desired direction).This <strong>in</strong>fluence on total activation is likely due to the fact that graphemic controlprimes had slightly greater neighborhood sizes (M = 3.86 neighbors) than did <strong>phonological</strong>primes (M = 3.42 neighbors), although this difference was not statistically significant,t(111) = 1.12.To understand how the model’s per<strong>for</strong>mance might be improved, we exam<strong>in</strong>ed theitems <strong>for</strong> which <strong>phonological</strong> primes produced greater activation <strong>in</strong> target orthographicunits than did graphemic control primes (i.e., the pattern needed to simulate a <strong>phonological</strong><strong>prim<strong>in</strong>g</strong> effect). At 25 cycles, 10/112 items yielded this pattern; at 50 cycles, 14/112
items yielded this pattern; and at 100 cycles, 16/112 items yielded this pattern. In all ofthese cases, <strong>phonological</strong> primes were orthographic neighbors of their targets (e.g., ryp–RIP). When prime stimuli were not neighbors of their targets—and this was the case<strong>for</strong> the vast majority of our stimuli—they produced no activation whatsoever <strong>in</strong> targetorthographic units at any cycle of the time period monitored. The reason <strong>for</strong> this resultis clear. When primes are orthographically very different from their targets (e.g., kaik–CAKE), letters of the prime that do not overlap letters of the target (<strong>in</strong> a position-specificmanner) exert massive <strong>in</strong>hibition on the activation of target orthographic units.While a <strong>phonological</strong> prime had to be a neighbor of its target to produce a patternof activation consistent with <strong>phonological</strong> <strong>prim<strong>in</strong>g</strong>, this condition was not by itself sufficientto produce such a pattern. The reason <strong>for</strong> this was that graphemic controls <strong>in</strong>these cases were usually also neighbors of their targets (e.g., ryp–RIP versus rop–RIP),and often activated the orthographic units correspond<strong>in</strong>g to their targets to the samedegree as did the <strong>phonological</strong> primes. Further analysis of these neighbor<strong>in</strong>g prime–targetpairs revealed that a pattern consistent with <strong>phonological</strong> <strong>prim<strong>in</strong>g</strong> (i.e., more activation<strong>in</strong> target orthographic units produced by <strong>phonological</strong> primes than bygraphemic controls) emerged only when <strong>phonological</strong> primes had fewer neighbors(and neighbors of lower frequency) than their matched graphemic controls. When graphemiccontrols had fewer neighbors (and neighbors of lower frequency) than theirmatched <strong>phonological</strong> primes, the effect was reversed (i.e., more activation <strong>in</strong> targetorthographic units produced by graphemic controls than by <strong>phonological</strong> primes).We suggest that this pattern of data is the result of lateral <strong>in</strong>hibition <strong>in</strong> the orthographiclexicon: When primes activate many orthographic neighbors, those neighborscan <strong>in</strong>hibit the rise of activation <strong>in</strong> target orthographic units.6.3. Simulation 2K. Rastle, M. Brysbaert / Cognitive Psychology 53 (2006) 97–145 123The standard set of parameters <strong>for</strong> lexical decision <strong>in</strong> the DRC model showed no scope<strong>for</strong> simulat<strong>in</strong>g a <strong>phonological</strong> <strong>prim<strong>in</strong>g</strong> effect on lexical decision. It appears as if the orthographicaspects of primes (e.g., their orthographic similarity to targets, their neighborhoodsize) <strong>in</strong>fluenced both total activation and activation <strong>in</strong> target orthographic units too greatlyrelative to the <strong>phonological</strong> aspects of primes to result <strong>in</strong> a pattern of activation consistentwith <strong>phonological</strong> <strong>prim<strong>in</strong>g</strong>. One likely explanation <strong>for</strong> the undesirably meagre<strong>in</strong>fluence of phonology <strong>in</strong> Simulation 1 is that <strong>phonological</strong> assembly operates <strong>in</strong> a serialleft-to-right manner under the standard DRC parameterization. Indeed, nonlexical phonologyis assembled letter by letter <strong>in</strong> the model (with 17 process<strong>in</strong>g cycles <strong>in</strong>terven<strong>in</strong>gthe computation of phonology <strong>for</strong> each letter), and does not even beg<strong>in</strong> until Cycle 10of process<strong>in</strong>g. It thus takes a full 61 process<strong>in</strong>g cycles to assemble the phonology of a4-letter prime such as KAKE. Given this characterization, it is perhaps not so difficultto understand why phonology had such a limited <strong>in</strong>fluence on early visual word recognition<strong>in</strong> the model.The aim of Simulation 2 was there<strong>for</strong>e to <strong>in</strong>vestigate whether a DRC model that assemblesphonology more rapidly and <strong>in</strong> parallel provides any scope <strong>for</strong> simulat<strong>in</strong>g a fast <strong>phonological</strong><strong>prim<strong>in</strong>g</strong> effect on lexical decision. Be<strong>for</strong>e proceed<strong>in</strong>g, however, it should be notedthat serial <strong>phonological</strong> assembly allows the standard DRC model to expla<strong>in</strong> a number of<strong>effects</strong> on human read<strong>in</strong>g aloud per<strong>for</strong>mance <strong>in</strong>clud<strong>in</strong>g the position of irregularity effect(Coltheart & Rastle, 1994; Rastle & Coltheart, 1999; Roberts, Rastle, Coltheart, & Besner,
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