| Literature DB >> 32010007 |
Jun Yang1, Guoyang Zhang2, Runzhi Huang1,3,4, Penghui Yan5, Peng Hu5, Lanting Huang6, Tong Meng1,3,4, Jie Zhang7, Ruilin Liu1, Ying Zeng8, Chunlan Wei8, Huixia Shen8, Miao Xuan1,9, Qun Li10, Meiqiong Gong2, Wenting Chen11, Haifeng Chen12, Kaiyang Fan10, Jing Wu5, Zongqiang Huang5, Liming Cheng1,3,4, Wenzhuo Yang1.
Abstract
PURPOSE: The purpose of this study was to construct a multi-center cross-sectional study to predict self-regulated learning (SRL) levels of Chinese medical undergraduates.Entities:
Keywords: medical undergraduate; multi-center cross-sectional study; nomogram; self-regulated learning; validation
Year: 2020 PMID: 32010007 PMCID: PMC6974523 DOI: 10.3389/fpsyg.2019.02858
Source DB: PubMed Journal: Front Psychol ISSN: 1664-1078
FIGURE 1Flow chart for data selection. PSM, propensity score matching.
Self-regulated learning (SRL) status of medical undergraduates in the five universities.
| Age (years) | 0.265 | |||||
| Mean ± SD | 20.95 ± 1.82 | 20.74 ± 1.65 | 20.86 ± 1.60 | 20.87 ± 1.59 | 20.87 ± 1.88 | |
| Median (range) | 21 (17–25) | 21 (17–25) | 21 (17–25) | 21 (17–25) | 21 (17–25) | |
| Learning motivation | 0.091 | |||||
| Mean ± SD | 154.67 ± 16.60 | 152.73 ± 25.64 | 154.13 ± 22.84 | 151.11 ± 28.09 | 156.48 ± 22.65 | |
| Median (range) | 155.53 (105.25–200.74) | 153.42 (42.97–211.73) | 154.67 (39.30–210.50) | 151.18 (53.97–213.61) | 157.99 (40.60–209.08) | |
| Learning strategy | 0.031∗ | |||||
| Mean ± SD | 213.12 ± 30.53 | 216.75 ± 41.19 | 212.66 ± 39.24 | 214.89 ± 48.42 | 219.50 ± 37.77 | |
| Median (range) | 207.54 (114.14–304.42) | 210.82 (50.74–304.42) | 208.13 (50.74–304.42) | 213.13 (50.74–304.42) | 220.83 (50.74–304.42) | |
| Total score | 0.126 | |||||
| Mean ± SD | 367.79 ± 44.24 | 369.48 ± 64.82 | 366.80 ± 59.17 | 366.00 ± 74.82 | 375.97 ± 57.91 | |
| Median (range) | 361.79 (229.85–492.29) | 364.45 (93.78–516.08) | 363.48 (90.040–514.93) | 356.67 (104.70–518.04) | 381.45 (933–513.50) |
Multivariate logistic regression model for learning motivation levels.
| GPA | 0.64(0.51,0.80) | < 0.001∗ | 0.60(0.47,0.75) | < 0.001∗ |
| Rural area | 1.00( | 1.00( | ||
| Urban area | 0.75(0.57,0.98) | 0.033∗ | 0.97(0.74,1.28) | 0.835 |
| Urban–rural junction | 0.94(0.67,1.33) | 0.725 | 1.05(0.74,1.49) | 0.776 |
| Father | 1.00( | |||
| Father and mother | 0.48(0.26,0.88) | 0.018∗ | ||
| Mother | 0.50(0.24,1.05) | 0.066 | ||
| Other | 0.53(0.23,1.22) | 0.134 | ||
| Companion | 1.00( | |||
| Father | 0.71(0.47,1.07) | 0.102 | ||
| Grandparents | 0.40(0.18,0.85) | 0.018∗ | ||
| Mother | 0.87(0.60,1.28) | 0.488 | ||
| Other relatives | 0.44(0.14,1.35) | 0.152 | ||
| Teacher | 0.86(0.56,1.34) | 0.514 | ||
| Other | 0.71(0.39,1.32) | 0.280 | ||
| Excellent | 1.00( | 1.00( | ||
| Good | 1.25(0.87,1.79) | 0.220 | 1.25(0.86,1.81) | 0.235 |
| Just so-so | 1.71(1.18,2.48) | 0.005∗ | 1.69(1.16,2.47) | 0.007∗ |
| Bad | 1.31(0.67,2.56) | 0.432 | 1.75(0.87,3.54) | 0.117 |
| Terrible | 0.97(0.38,2.43) | 0.942 | 1.29(0.49,3.40) | 0.607 |
| <10 | 1.00( | 1.00( | ||
| 10–20 | 0.64(0.45,0.91) | 0.014∗ | 0.54(0.38,0.79) | 0.001∗ |
| 20–30 | 0.49(0.34,0.72) | < 0.001∗ | 0.46(0.31,0.68) | < 0.001∗ |
| 30–40 | 0.45(0.29,0.69) | < 0.001∗ | 0.40(0.25,0.63) | < 0.001∗ |
| >40 | 0.20(0.13,0.30) | < 0.001∗ | 0.21(0.14,0.32) | < 0.001∗ |
| <5 | 1.00( | |||
| 5–10 | 0.64(0.45,0.91) | 0.012∗ | ||
| 10–15 | 0.74(0.51,1.09) | 0.129 | ||
| 15–20 | 0.64(0.40,1.02) | 0.061 | ||
| >20 | 0.69(0.46,1.05) | 0.086 | ||
| Extremely interested | 1.00( | 1.00( | ||
| Interested | 1.40(0.93,2.09) | 0.103 | 2.16(1.40,3.33) | < 0.001∗ |
| Just so-so | 3.16(2.07,4.83) | < 0.001∗ | 4.45(2.84,6.98) | < 0.001∗ |
| Not interested | 3.10(1.40,6.85) | 0.005∗ | 3.43(1.54,7.68) | 0.003∗ |
| Extremely not interested | 4.00(1.21,13.24) | 0.023∗ | 4.95(1.41,17.31) | 0.012∗ |
| Traditional teaching mode | 1.00( | |||
| Combination of traditional teaching and non-traditional teaching | 0.63(0.48,0.83) | 0.001∗ | ||
| PBL | 0.48(0.28,0.83) | 0.008∗ | ||
FIGURE 2The variables filtering process of the Lasso regression. In order to avoid overfitting, the Lasso regression suggested including 4 and 11 variables when learning motivation level (A,B) and learning strategy level (C,D) was the endpoint, respectively. In the variable selection process, first of all, the univariate logistic regression and random forest were used to select potential SRL levels indicators. Then, based on these potential indicators, the initial multivariable logistic regression models were constructed. After that, we developed the reduced multivariable logistic regression models by screening the significant variables in the initial models. Additionally, the Lasso regression was performed based on these potential SRL levels indicators found by the univariate logistic regression and random forest. Therefore, in this study, the Lasso regression was only used to ensure that the reduced multivariable logistic regression models were not overfitting rather than for variable selection and modeling.
FIGURE 3Nomograms and calibration curves of predicting learning motivation level (A,B) and learning strategy level (C,D). Based on the final multivariable Logistic regression models, the nomograms predicting learning motivation [area under curve (AUC): 0.733; internal validation C-index, 0.736] and learning strategy level (AUC: 0.749; Internal validation C-index, 0.744) were established, which were defined as the final models predicting SRL levels in Chinese undergraduate medical students. The prediction models could predict SRL levels of the other undergraduate medical students outside the study cohort. For instance, for a senior who just entered the hospital as an intern, the teachers could investigate the variables information in the nomograms of this intern and calculate the possibility of low SRL levels. According to the predicting results, teachers could quantitatively identify students with low SRL levels and conduct personalized intervention. PBL, problem-based learning; TM, traditional teaching mode; CTN, combination of traditional teaching and non-traditional teaching.