Write here, write now! – When writing
the N1 and N2 … N2 is retrieved while spelling N1.
@sentwrite.bsky.social
1 Department of Psychology, Nottingham Trent University
Presented at the 31\(^\text{st}\) AMLaP conference in Prague, Czechia, Friday 5\(^\text{th}\) September 2025, 10 – 11.30 am.
Funded by UKRI ESRC (ES/W011832/1) – Project title: “Can you use it in a sentence?”: Establishing how word-production difficulties shape text formation
Poster: rpubs.com/jensroes/amlap-2025 (or use QR code)
Task: Describe the image arrangement from left to right.
Figure 1: Example item (see e.g. Roeser et al., 2019).
N1 type: easy spelling / long, easy spelling / short, difficult spelling / long – see Figure 1 – where long is \(\ge\) 2 syllables and difficult is \(H_\text{spell}\) > 0.5.
Prediction: Retrieval of N2 (clown) is delayed if N1 doesn’t allow for parallel planning when N1 is difficult to spell (broccoli) or too short (wok) .
Images were based on Rossion and Pourtois (2004). Spelling diversity was defined as
\[\begin{equation*} \small \begin{aligned} H_\text{spell} = \sum_{i = 1}^K p_i \times \text{log}_2\left(\frac{1}{p_i}\right), \end{aligned} \end{equation*}\]
where \(k\) is the number of spellings for a picture name and \(p_i\) is the proportion of participants producing the \(i^{th}\) spelling (Torrance et al., 2018).
response | \(\mathit{N}_{resp}\) | \(\mathit{N}_{name}\) | \(\mathit{Pr}_{name}\) | \(\mathit{H}_{name}\) | \(\mathit{Pr}_{spell}\) | \(\mathit{H}_{spell}\) |
---|---|---|---|---|---|---|
raccoon | 41 | 75 | 0.77 | 2.48 | 0.55 | 1.31 |
racoon | 30 | 75 | 0.77 | 2.48 | 0.40 | 1.31 |
raccon | 2 | 75 | 0.77 | 2.48 | 0.03 | 1.31 |
raccoo | 1 | 75 | 0.77 | 2.48 | 0.01 | 1.31 |
racoo | 1 | 75 | 0.77 | 2.48 | 0.01 | 1.31 |
Thirty-six items with auditory prime (simple, conjoined subject NP) controlling for N1 retrieval; see Figure 2.
Figure 2: Example window sequence.
Ten ppts per counterbalancing list. Exp. 1: 56 ppts (6 lists), Exp. 2: 80 ppts (9 lists), Exp. 3: 96 ppts (12 lists).
Hesitation probability \(\theta\) was inferred from inter-key intervals (iki
) using Bayesian mixed-effects mixture models (Roeser et al., 2025, 2024);
\[\begin{equation*} \scriptsize \begin{aligned} \left(\log\left(\text{iki}_\text{ij}\right) - \text{shift}_\text{keyloc[i]}\right) \sim \ & \theta_\text{keyloc,n1type} \times \mathcal{N}\left(\beta_\text{keyloc} + \delta_\text{keyloc} + u_i + w_j, \sigma_{e'}^2\right)\ + \\ & \left(1 - \theta_\text{keyloc,n1type}\right) \times \mathcal{N}\left(\beta_\text{keyloc} + u_i + w_j, \sigma_{e}^2\right)\\ \end{aligned} \end{equation*}\]
also illustrated in Figure 3.
Figure 3: Hypothetical mixture of fluent (faded) and hesitant (solid) inter-key intervals.
Finding: Spelling difficulty increases hesitations before, during, and immediately after typing N1.
Figure 4: Posterior hesitation probability with 95% probability intervals (PIs).
Prime without N2 determiner: The N1 and N2 are above the N3 (vs The N1 and the N2 \(\dots\))
Finding: When N1 does not allow parallel planning, “the”-omission increases post-N1 hesitations.
Figure 5: Posterior hesitation probability with 95% probability intervals (PIs).
(Auditory) prime with N2 preview: The N1 and clown are above the pipe (vs The N1 and bow)
Finding: Post-N1 hesitations are associated with N2 retrival.
Figure 6: Posterior hesitation probability with 95% probability intervals (PIs).
Write here, write now! – When writing
the N1 and N2 … N2 is retrieved while spelling N1.