| Literature DB >> 34521882 |
Kunhao Yang1, Itsuki Fujisaki2,3, Kazuhiro Ueda4.
Abstract
Previous studies demonstrate that people with less professional knowledge can achieve higher performance than those with more professional knowledge in creative activities. However, the factors related to this phenomenon remain unclear. Based on previous discussions in cognitive science, we hypothesised that people with different amounts of professional knowledge have varying attention deployment patterns, leading to different creative performances. To examine our hypothesis, we analysed two datasets collected from a web-based survey and a popular online shopping website, Amazon.com (United States). We found that during information processing, people with less professional knowledge tended to give their divided attention, which positively affected creative performances. Contrarily, people with more professional knowledge tended to give their concentrated attention, which had a negative effect. Our results shed light on the relation between the amount of professional knowledge and attention deployment patterns, thereby enabling a deeper understanding of the factors underlying the different creative performances of people with varying amounts of professional knowledge.Entities:
Mesh:
Year: 2021 PMID: 34521882 PMCID: PMC8440603 DOI: 10.1038/s41598-021-97215-5
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Summary of main metrics.
| Dataset | Metrics of the amount of professional knowledge | Metrics of attention deployment patterns | Metrics of creative performances |
|---|---|---|---|
| Survey data | i.e., the sum of the correct scores answered by a participant in the knowledge test (S2 in | i.e., the ratio between the area of a speaker shown in the picture and the size of the whole picture (Computation of area ratio in " | i.e., the median of the evaluation scores of every idea (Computation of idea novelty to individuals in " |
i.e., (Computation of idea novelty to a group and review novelty to a group in " | |||
i.e., (Computation of idea novelty in history and review novelty in history in " | |||
In this table, every metric’s name is in bold, followed by the specific data that were used for its construction and a concise explanation of its computation. Parentheses show the sections where the details of the computation were explained. The details of the area in italics are explained in the Supplementary Information.
Figure 1Examples of pictures with different area ratios. (a,b) show two examples with different area ratios. The area ratio in (a) is evidently larger than that in (b). Therefore, we considered that a participant with a focused attention deployment pattern would submit a picture similar to (a); by contrast, a participant with a divided attention deployment pattern would submit a picture similar to (b). The two pictures used in this figure were taken by the first author. Therefore, these were only used for illustration but not real examples in our two datasets.
Figure 2Illustration of the average area ratio of the high and low professional knowledge groups in the survey data. The left bar shows the average area ratio of the high professional knowledge group (i.e., participants with the top 25% of the test scores) while the right, that of the low professional knowledge group (i.e., participants with the bottom 25% of the test scores). The numbers inside each bar represent transformed values of the average area ratios under the arcsine transformation. The numbers inside the parentheses represent the raw average area ratios before the transformation.
Regression results for the area ratio of the target product in the survey data.
| Dependent variable | Area ratio | |
|---|---|---|
| Model 1 | Model 2 | |
| Test score | 0.044** (0.014) | 0.051*** (0.016) |
| Gender | 0.080 (0.172) | − 0.030 (0.173) |
| Age | − 0.007 (0.005) | − 0.008 (0.005) |
| Number of speaker holdings | − | 0.011(0.016) |
| Frequency of speaker usage | − | − 0.074** (0.032) |
| Self-evaluation of the particularities of speakers | − | − 0.056* (0.031) |
| Self-evaluation of the amount of professional knowledge | − | 0.013 (0.035) |
| 5.58*** (0.53) | 5.86*** (0.55) | |
| Constant | − 0.993*** (0.343) | − 0.219 (0.415) |
| Observations | 200 | 200 |
| R2 | 0.046 | 0.084 |
| Log likelihood | 79.407 | 84.044 |
One asterisk refers to a p-value smaller than 0.1, two asterisks to a p-value smaller than 0.05, and three asterisks to a p-value smaller than 0.01; parentheses indicate the standard error of every variable.
aphi was estimated as a parameter that decided the shape of the beta-distribution for the models.
Figure 3Illustration of different creative performances of the high and low area-ratio groups in the survey data. The left panel shows the results based on the resampled idea novelty to individuals; the middle panel shows the results based on the idea novelty to a group; the right panel shows the results based on the idea novelty in history. The left bar of the bar chart in all panels indicates the average value of the metric in the high area-ratio group (i.e., participants with the top 25% area ratio) while the right bar, that of the low area-ratio group (i.e., participants with the bottom 25% area ratio).
Regression results for creative performance in the survey data.
| Dependent variable | Idea novelty to individuals | Idea novelty to a group | Idea novelty in history |
|---|---|---|---|
| Model 3 | Model 4 | Model 5 | |
| Area ratio | −1.168 | −17.064 | −13.667 |
| Test score | − | 1.057 | 0.972 |
| Gender | − | 2.502 | 1.967 |
| Age | − | − | − |
| Number of speaker holdings | − | − | − |
| Frequency of speaker usage | − | − | − |
| Self-evaluation of the particularities of speakers | − | − | − |
| Self-evaluation of the amount of professional knowledge about speakers | −0.013 | −3.369 | −3.435 |
| Constant | 0.209 | 42.334 | 46.455 |
| Lambdaa | 0.079 | 1.585 | 1.259 |
| Observations | 200 | 200 | 200 |
The − indicates that the variable was eliminated (i.e., had a coefficient of zero) in the LASSO regression.
aThe best lambda value is reported, which is estimated by the AIC of the models.
Figure 4Illustration of the impact of the amount of professional knowledge on creative performance through the attention deployment pattern. The left panel shows the results based on the survey data and the right panel, based on the Amazon data. The rectangles represent the metrics of the amount of professional knowledge (in blue), attention deployment pattern (in red), and creative performance (in black). The blue lines show the impacts of the amount of professional knowledge on other variables (i.e., attention deployment pattern and creative performance). The red lines show the impacts of the attention deployment pattern on other variables (i.e., creative performance). The numbers around the lines represent the coefficient of structural equation models. The asterisks represent the sizes of the p-values; One asterisk refers to a p-value smaller than 0.1, two asterisks to a p-value smaller than 0.05, and three asterisks to a p-value smaller than 0.01. Parentheses indicate the standard error of each variable.
Figure 5Illustration of the output of Yolov3-Mobilenet and Grabcut. The left panel shows the input (i.e., raw picture) of our models; the middle panel shows the output of Yolov3-mobilenet and the right panel shows that of Grabcut. Yolov3-mobilenet detected the approximate location (red rectangle) of the speaker in the raw picture. Grabcut detected the pixel-level contour (in orange) of the speaker based on the Yolov3-mobilenet output. The area ratio can then be easily computed from the output of Grabcut. The area ratio in this picture was 0.449. The picture used in this figure was taken by the first author. Therefore, this was only used for illustration but not a real example in our two datasets.