Barely Significant
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“marginally significant”

26,083 sentences · 26,083 papers · 36,483 search hits before verification · confirmed specimen

Sighted at

p>=0.1

Listed by Hankins (2013) · Otte et al. (2022)

In the literature

marginally significantp = .0511.0× alphagold
This again resulted in a significant difference between ascending and central presentation direction (β = −.18 [−.32, −.04], t = −2.47, p = .014), and a marginally significant difference between central and descending presentation direction (β = .14 [.00, .28], t = 1.95, p = .051) and a significant effect for sentence spatial location values (β = .31 [.16, .46], t = 4.16, p < .001).
marginally significantp = .0511.0× alphagold
When we did that, for SVO the pooled analysis showed an overall effect (β = 0.069, t = 1.53, p = .013), which means the effect of the target (compared to baseline) is consistent in this condition; for S ba OV the difference between the target condition and the baseline was not statistically significant (β = 0.011, t = 0.27, p = .079); the pooled results showed a marginally significant difference between the target condition and the baseline in O, S ba OV condition (β = 0.021, t = 0.67, p = .051).).
marginally significantp =.0511.0× alphagold
Post-hoc Dunn tests with Bonferroni correction indicate a marginally significant difference between M-BPD and M-HC ( Z = − 2.39, p =.051, d BPD−HC = 0.30) in the direction of greater negativity in child references among M-BPD ( M = 0.03, SD = 0.06) compared to M-HC ( M = 0.01, SD = 0.04).
marginally significantp = .0511.0× alphagold
ANOVA of the number of anticipatory responses indicated significant main effects for block (F(1, 245) = 35.84, MSE = 1.11, p < .001, η 2 p = .128) and exposure (F(1.85, 453.86) = 39.21, MSE = 2.84 (Greenhouse–Geisser correction for deviation from sphericity), p < .001, η 2 p = .138) as well as a marginally significant main effect of UHR status (F(1, 245) = 3.84, MSE = 5.70, p = .051, η 2 p = .015).
marginally significantp = 0.0511.0× alphagold
Per protocol (PP) analysis Results from 3 × 4 mixed ANOVA revealed significant treatment-by-time interaction effects for all variables analysed, with the exception of behaviour activation, which nevertheless reached a marginally significant level ( p = 0.051) ( Table 8 ).
marginally significantp = 0.0511.0× alphagold
Within a constrained range (scaled V 3 < 0.8), time pressure exhibited a marginally significant interaction with contextual variance ( β = 0.46, s.e. = 0.23, t = 1.95, p = 0.051, standardized coefficient = 0.08, 95% C.I. = [0, .15]) — a pattern consistent with the model prediction of a flatter early noise effect under high time pressure due to early-late noise tradeoff.
marginally significantp = 0.0511.0× alphagold
The 500–700 ms time window—The mixed-effects modelling’s fitting results showed that the main effect of the condition was marginally significant ( χ 2 (2) = 3.80, p = 0.051), and post hoc comparison suggested that the average amplitude caused by aspect violation sentences and by correct sentences was marginally significant ( β = −1.27, SE = 0.66, z = −1.94, p = 0.053).