General theories of explanation: buyer beware

We argue that there is no general theory of explanation that spans the sciences, mathematics, and ethics, etc. More specifically, there is no good reason to believe that substantive and domain-invariant constraints on explanatory information exist. Using Nickel (Noûs 44(2):305–328, 2010) as an exemplar of the contrary, generalist position, we first show that Nickel’s arguments rest on several ambiguities, and then show that even when these ambiguities are charitably corrected, Nickel’s defense of general theories of explanation is inadequate along several different dimensions. Specifically, we argue that Nickel’s argument has three fatal flaws. First, he has not provided any compelling illustrations of domain-invariant constraints on explanation. Second, in order to fend off the most vehement skeptics of domain-invariant theories of explanation, Nickel must beg all of the important questions. Third, Nickel’s examples of explanations from different domains with common explanatory structure rely on incorrect formulations of the explanations under consideration, circular justifications, and/or a mischaracterization of the position Nickel intends to critique. Given that the best and most elaborate defense of the generalist position fails in so many ways, we conclude that the standard practice in philosophy (and in philosophy of science in particular), which is to develop theories of explanation that are tailored to specific domains, still is justified. For those who want to buy into a more ambitious project: beware of the costs!     

On the eliminative explanation of social theories

The paper discusses eliminative explanation in which a (social) successor theory correctively explains and, as a consequence, eliminates its predecessor theory. Technical concepts and results from general logic are applied to the explication of corrective explanation, especially to the notion of framework translation that it involves.     

政治技能的实施效果及其理论解释

政治技能(Political skill)作为一种重要的社会能力, 是组织核心竞争力的关键, 近年来受到学者广泛关注。根据内容分析法(Content analysis)要求, 深入探讨分析了政治技能的实施效果及其理论解释, 总结出5种理论视角: 社会交换理论、社会影响理论、资源保存理论、社会认知理论和社会资本理论。未来研究应关注中国组织情境下政治技能的概念和测量、探索政治技能的诱因、基于团队层面政治技能的实施效果和基于资源保存理论视角的政治技能实施效果。     

工作嵌入的影响结果及其理论解释

近年来, 工作嵌入(Job embeddedness)作为解释员工离职和留职的新视角, 逐渐受到理论界与实务界的广泛关注和探讨。根据内容分析法(Content analysis), 系统梳理了国内外176篇工作嵌入相关文献, 分别从研究视角、内容分析和发展方向三个方面评述工作嵌入的影响结果。基于此, 总结出6种理论视角：资源保存理论、社会资本理论、计划行为理论、工作-角色依附理论、未来时间透视视角和传染过程视角。以内容分析的方式呈现关于工作嵌入研究的发展趋势和不同视角下工作嵌入影响结果的具体研究情况。未来研究应进一步构建团队工作嵌入理论模型、聚焦跨文化比较下工作嵌入的溢出效应、关注工作嵌入的双刃剑效应以及突出子维度差异化作用。     

领导幽默的影响效果及其理论解释

领导幽默(leader humor), 作为一种有效的管理工具和手段, 近年来受到了理论界和实务界的广泛关注。在回顾领导幽默概念的基础上, 深入探究了领导幽默的影响效果及其作用机制, 总结发现领导幽默相关研究主要围绕七种视角展开, 分别是关系过程视角、社会交换理论、社会信息加工理论、关系认同视角、积极情绪视角、压力释放视角以及领导风格类型视角。未来研究应基于互动和结构的视角探讨领导幽默的影响效果以及基于社会信息加工理论关注领导幽默的作用机制。     

Intuitive theories of group types and relational principles

Three studies investigated perceivers’ beliefs about the principles by which different kinds of social groups govern interactions among group members. In Study 1, participants rated a sample of 20 groups on a set of group properties, including measures of relational principles used within groups. Results showed that people believe that interactions in different types of groups are governed by different blends of relational principles unique for each type of group. Study 2 experimentally demonstrated that perceivers could use minimal group property characteristics of different types of groups (i.e., extent of group member interaction, group size, duration, and permeability) to make inferences about the relational principles used in different types of groups. Study 3 demonstrated that relational style information influences people’s judgments of a group’s entitativity and collective responsibility.     

A new dialectical theory of explanation

This paper offers a dialogue theory of explanation. A successful explanation is defined as a transfer of understanding in a dialogue system in which a questioner and a respondent take part. The questioner asks a special sort of why-question that asks for understanding of something and the respondent provides a reply that transfers understanding to the questioner. The theory is drawn from recent work on explanation in artificial intelligence (AI), especially in expert systems, but applies to scientific, legal and everyday conversational explanations.     

A quantum theoretical explanation for probability judgment errors

A quantum probability model is introduced and used to explain human probability judgment errors including the conjunction and disjunction fallacies, averaging effects, unpacking effects, and order effects on inference. On the one hand, quantum theory is similar to other categorization and memory models of cognition in that it relies on vector spaces defined by features and similarities between vectors to determine probability judgments. On the other hand, quantum probability theory is a generalization of Bayesian probability theory because it is based on a set of (von Neumann) axioms that relax some of the classic (Kolmogorov) axioms. The quantum model is compared and contrasted with other competing explanations for these judgment errors, including the anchoring and adjustment model for probability judgments. In the quantum model, a new fundamental concept in cognition is advanced--the compatibility versus incompatibility of questions and the effect this can have on the sequential order of judgments. We conclude that quantum information-processing principles provide a viable and promising new way to understand human judgment and reasoning.     

Children balance theories and evidence in exploration, explanation, and learning

We look at the effect of evidence and prior beliefs on exploration, explanation and learning. In Experiment 1, we tested children both with and without differential prior beliefs about balance relationships (Center Theorists, mean: 82 months; Mass Theorists, mean: 89 months; No Theory children, mean: 62 months). Center and Mass Theory children who observed identical evidence explored the block differently depending on their beliefs. When the block was balanced at its geometric center (belief-violating to a Mass Theorist, but belief-consistent to a Center Theorist), Mass Theory children explored the block more, and Center Theory children showed the standard novelty preference; when the block was balanced at the center of mass, the pattern of results reversed. The No Theory children showed a novelty preference regardless of evidence. In Experiments 2 and 3, we follow-up on these findings, showing that both Mass and Center Theorists selectively and differentially appeal to auxiliary variables (e.g., a magnet) to explain evidence only when their beliefs are violated. We also show that children use the data to revise their predictions in the absence of the explanatory auxiliary variable but not in its presence. Taken together, these results suggest that children's learning is at once conservative and flexible; children integrate evidence, prior beliefs, and competing causal hypotheses in their exploration, explanation, and learning.     

社会认同对抑郁的影响及其理论解释

社会认同作为个体在群际和内群体层面的社会联结,总体上对抑郁产生了积极影响,表现为认同程度、认同重要性、认同群体数量以及认同变化的影响等4个方面。现有研究从需求、认知和行为层面探讨了社会认同影响抑郁的中介因素,并检验了身份认同动机和消极群体评价两个调节因素。社会认同视角下的4种理论分别从社会医治、心理资源、认同变化以及认同层次等不同角度解释了社会认同影响抑郁的心理机制。未来应厘清社会认同对抑郁的深层影响机制,重视社会认同影响抑郁的调节因素,及建构社会认同影响抑郁的能动-共生模型。     

Arithmetic,set theory,reduction and explanation

Philosophers of science since Nagel have been interested in the links between intertheoretic reduction and explanation, understanding and other forms of epistemic progress. Although intertheoretic reduction is widely agreed to occur in pure mathematics as well as empirical science, the relationship between reduction and explanation in the mathematical setting has rarely been investigated in a similarly serious way. This paper examines an important and well-known case: the reduction of arithmetic to set theory. I claim that the reduction is unexplanatory. In defense of this claim, I offer some evidence from mathematical practice, and I respond to contrary suggestions due to Steinhart, Maddy, Kitcher and Quine. I then show how, even if set-theoretic reductions are generally not explanatory, set theory can nevertheless serve as a legitimate and successful foundation for mathematics. Finally, some implications of my thesis for philosophy of mathematics and philosophy of science are discussed. In particular, I suggest that some reductions in mathematics are probably explanatory, and I propose that differing standards of theory acceptance might account for the apparent lack of unexplanatory reductions in the empirical sciences.     

The depth of history and explanation as benefit and bane for psychological control theories

A longstanding debate has recently re-erupted in the self-regulation literature around the concept of self-efficacy. This article presents an argument that the debate emerges from a lack of understanding of the history of control theories within both the social and physical sciences and the various levels of explanation to which phenomena can be subjected. This history, coupled with the issues of determinism, materialism, and empiricism evoked by the deeper level of explanation that some versions of control theory provide, has led some critics to mis-apply non-psychological properties to control theories and obscure their usefulness. Here, the usefulness of a deeper control theory level of explanation is illustrated using comparisons with explanations found in goal-setting theory and social cognitive theory.     

善因营销对消费者态度的影响及其理论解释

善因营销是一种传播企业社会责任, 提升品牌形象的策略。当企业与善因事件结合时, 消费者可以获得参与慈善的机会。归因理论、SOR理论、自我信号理论、平衡理论可用于解释善因营销对消费者态度的影响。未来研究应进一步探讨在善因营销中是否存在其他影响消费者态度的因素, 从消费者角度深入研究善因营销的影响效果, 尝试从新的理论视角去分析善因营销影响消费者态度的内在机制。     

A theoretical explanation of the dissociative reaction and a confirmatory case presentation.

A theoretical explanation for the classical distinction between the conversion and dissociative hysterias was advanced based on previous research with cases of conversion hysteria and multiple personality. The principles were illustrated and extended using Rorschach and Hand Test data from a fugue state.