Advances in Psychological Science ›› 2026, Vol. 34 ›› Issue (7): 1269-1283.doi: 10.3724/SP.J.1042.2026.1269
• Regular Articles • Previous Articles Next Articles
GAO Yuhui, LIU Feiyi, WANG Jinpeng, MENG Guangteng(
), LIU Xun(
)
Received:2025-11-06
Online:2026-07-15
Published:2026-05-11
Contact:
MENG Guangteng, LIU Xun
E-mail:mengguangteng18@mails.ucas.ac.cn;liux@psych.ac.cn
CLC Number:
GAO Yuhui, LIU Feiyi, WANG Jinpeng, MENG Guangteng, LIU Xun. A two-dimensional dynamic model of interpersonal co-opetition: The driving role of social comparison[J]. Advances in Psychological Science, 2026, 34(7): 1269-1283.
| 时间尺度 | 可观测指标 | ||
|---|---|---|---|
| 二维静态模型 | 特质: 稳定的人格倾向 | 长期、跨情境的稳定性 | 合作与竞争人格倾向(谢晓非 等, |
| 二维动态模型 | 混合状态: 瞬时的行为表征 | 单次决策回合(Trial) | 份额博弈投资额:与纳什均衡及策略空间中值的相对位置 |
| 迁移序列: 动态的演化路径 | 连续互动序列(Trial by Trial / Block / Session) | 策略迁移概率:后序试次相对于前序试次的投资变化量 |
| 时间尺度 | 可观测指标 | ||
|---|---|---|---|
| 二维静态模型 | 特质: 稳定的人格倾向 | 长期、跨情境的稳定性 | 合作与竞争人格倾向(谢晓非 等, |
| 二维动态模型 | 混合状态: 瞬时的行为表征 | 单次决策回合(Trial) | 份额博弈投资额:与纳什均衡及策略空间中值的相对位置 |
| 迁移序列: 动态的演化路径 | 连续互动序列(Trial by Trial / Block / Session) | 策略迁移概率:后序试次相对于前序试次的投资变化量 |
| 核心术语 | 定义与本文语境下的内涵 |
|---|---|
| 零和博弈/非零和博弈 | 零和博弈指的是博弈中一方所得必然是另一方所失, 博弈收益总和为零, 即“你输我赢”、“此消彼长”; 非零和博弈则指的是一方所得并非另一方所失, 参与者甚至能获得增量收益, 其得益总和不再为零。 |
| 相互促进/阻碍 | 源于社会相互依赖理论。描述一方目标的实现对另一方目标达成的影响方向。 |
| 目标对齐 | 个体感知到双方在“减少资源耗散、维护集体收益”上协调一致的认知过程。 |
| 社会比较 | 个体通过与对手收益对比来评估自身地位, 并追求相对优势地位的评价过程。 |
| 纳什均衡 | 一种特殊的策略组合, 在这种组合下, 任何一位玩家单方面改变自己的策略都不会提高自身的收益, 反映理性投资状态。 |
| 核心术语 | 定义与本文语境下的内涵 |
|---|---|
| 零和博弈/非零和博弈 | 零和博弈指的是博弈中一方所得必然是另一方所失, 博弈收益总和为零, 即“你输我赢”、“此消彼长”; 非零和博弈则指的是一方所得并非另一方所失, 参与者甚至能获得增量收益, 其得益总和不再为零。 |
| 相互促进/阻碍 | 源于社会相互依赖理论。描述一方目标的实现对另一方目标达成的影响方向。 |
| 目标对齐 | 个体感知到双方在“减少资源耗散、维护集体收益”上协调一致的认知过程。 |
| 社会比较 | 个体通过与对手收益对比来评估自身地位, 并追求相对优势地位的评价过程。 |
| 纳什均衡 | 一种特殊的策略组合, 在这种组合下, 任何一位玩家单方面改变自己的策略都不会提高自身的收益, 反映理性投资状态。 |
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