| Literature DB >> 35712135 |
Liping Zhang1,2, Hailin Li1, Chunpei Lin1, Xiaoji Wan1.
Abstract
Dual innovation, which includes exploratory innovation and exploitative innovation, is crucial for firms to obtain a sustainable competitive advantage. The knowledge base of firms greatly influences or even determines the scope, direction, and path of their dual-innovation activities, which drive their innovation process and produce different innovation performances. This study uses data source patents obtained by 285 focal firms in the Chinese new-energy vehicle industry in the period 2015-2020. Five knowledge-base features are selected by analyzing the correlation and multicollinearity, and four different firm clusters are found by using the k-means clustering algorithm. Based on the classification and regression tree (CART) algorithm, we mine the potential decision rules governing the dual-innovation performance of firms. The results show that the exploratory innovation performance of firms in different clusters is mainly affected by two different knowledge-base features. Knowledge-base scale is a key factor affecting the exploitative innovation performance of firms. Firms in different clusters can improve their dual-innovation performance by rationally tuning the combination of knowledge-base features.Entities:
Keywords: CART algorithm; decision rules; dual-innovation performance; k-means clustering; knowledge base
Year: 2022 PMID: 35712135 PMCID: PMC9195518 DOI: 10.3389/fpsyg.2022.879640
Source DB: PubMed Journal: Front Psychol ISSN: 1664-1078
Figure 1Research framework used in this study.
Figure 2An optimal number of clusters of firms.
Statistical information in different clusters.
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| I | 89 | 5.596 | 0.775 | 11.974 | 0.507 | 0.828 | 1: 52.8% | 1: 44.9% |
| 0: 47.2% | 0: 55.1% | |||||||
| II | 34 | 23.853 | 1.536 | 156.092 | 0.968 | 1.323 | 1: 88.2% | 1: 91.2% |
| 0: 11.8% | 0: 8.8% | |||||||
| III | 78 | 4.962 | 0.695 | 9.240 | 0.855 | 0.404 | 1: 43.6% | 1: 30.8% |
| 0: 56.4% | 0: 69.2% | |||||||
| IV | 84 | 3.464 | 0.958 | 34.939 | 0.177 | 0.138 | 1: 45.2% | 1: 57.1% |
| 0: 54.8% | 0: 42.9% |
Decision rules of exploratory innovation performance (EIP1).
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| I | ≤5.5 | ≤0.563 | 42.7% | 52.6% | High | |||
| ≤5.5 | >0.563 | 20.2% | 88.9% | Low | ||||
| >5.5 | ≤0.492 | 10.1% | 66.7% | Low | ||||
| >5.5 | >0.492 | 27.0% | 91.7% | High | ||||
| II | ≤64.167 | >1.331 | 14.7% | 60.0% | Low | |||
| >64.167 | 44.1% | 100% | High | |||||
| ≤64.167 | ≤1.331 | 41.2% | 93.0% | High | ||||
| III | ≤0.381 | 17.9% | 85.7% | Low | ||||
| (0.381,0.699) | ≤0.77 | 15.4% | 75.0% | High | ||||
| (0.381,0.699) | >0.77 | 20.5% | 68.8% | Low | ||||
| (0.699,0.85) | 20.5% | 87.5% | Low | |||||
| >0.85 | 25.6% | 80.0% | High | |||||
| IV | ≤7.8 | 53.6% | 75.6% | Low | ||||
| ≤0.882 | >7.8 | 9.5% | 75.0% | Low | ||||
| >0.882 | >7.8 | 36.9% | 80.7% | High |
Decision rules of exploitative innovation performance (EIP2).
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| I | >4.5 | >0.44 | 37.1% | 90.9% | High | |||
| >4.5 | ≤0.44 | 14.6% | 61.5% | Low | ||||
| ≤4.5 | 48.3% | 88.4% | Low | |||||
| II | ||||||||
| III | ≤4.483 | 52.6% | 92.7% | Low | ||||
| (4.483,11.083) | >0.887 | 14.1% | 90.9% | Low | ||||
| (4.483,11.083) | ≤0.887 | 14.1% | 54.6% | High | ||||
| >11.083 | 19.2% | 93.3% | High | |||||
| IV | ≤7.25 | 50.0% | 78.6% | Low | ||||
| >7.25 | 50.0% | 92.9% | High |
Figure 3Decision tree for exploratory innovation performance (EIP1) in Cluster I.
Figure 4Decision tree for exploitative innovation performance (EIP2) in Cluster I.
Figure 5Decision tree for EIP1 in Cluster II.
Descriptive statistics of variables.
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| KBB | 34 | 10.000 | 75.000 | 23.850 | 15.096 |
| KBD | 34 | 0.311 | 3.601 | 1.536 | 0.712 |
| KBS | 34 | 5.667 | 1266.700 | 156.092 | 256.821 |
| KBUD | 34 | 0.597 | 1.270 | 0.968 | 0.145 |
| KBRD | 34 | 0.893 | 1.896 | 1.323 | 0.253 |
| EIP2 | 34 | 2.000 | 1265.100 | 147.200 | 240.918 |
Figure 6Decision tree for EIP1 in Cluster III.
Figure 7Decision tree for EIP2 in Cluster III.
Figure 8Decision tree for EIP1 in Cluster IV.
Figure 9Decision tree for EIP2 in Cluster IV.