Decolonizing the demarcation of the ethical

Philosophical Studies - The question of what distinguishes moral problems from other problems is important to the study of the evolution and functioning of morality. Many researchers concerned with...     

大学生问题发现过程的表征层次研究

在矛盾式与潜藏式两类情境中, 用出声思维的方法考察大学生问题发现过程的表征层次特点。40名大学生参与实验, 高低分组被试各20名。研究结果显示:(1)高分组大学生在问题总数量和核心问题数量上高于低分组, 矛盾式情境中发现的问题数量和质量均高于潜藏式情境。(2)充分的表征是发现高质量问题的基础;联系性表征对问题发现有积极影响, 但目的性表征对问题发现有负面作用;潜藏式情境的问题发现更需要借助内部信息表征。(3)各类表征层次出现的先后顺序存在差异, 高低分组大学生遵循同样的表征次序。     

Temporal and spatial dimensions in the perception of environmental problems: An investigation of the concept of environmental hyperopia

Environmental problems have been perceived as more worrying when they take place at greater distances. This phenomenon has been called “environmental hyperopia” ( 9 Uzzell, 2000; 7 Uzzell, Rice, Ballantyne, & Podlucká, 1994). Some studies have demonstrated that local environmental problems are perceived as being less important than the problems generated in other places, such as global warming or Amazon deforestation, unless the problem leads to an immediate risk. This article is part of a broader research programme, which tries to analyse the most relevant variables in the formation of pro‐environmental attitudes. More precisely, our intention is to explore the difference between attitudes about local and global environments. We present a study of the assessment of several environmental problems, in which 12 scales measured the importance given to these problems by a sample of students. The results were analysed with multidimensional methods, allowing us to establish temporal and space dimensions in the perception of environmental problems. The conclusions allowed us not only to explore the social representation of environmental problems, but also to establish priorities and recommendations for future environmental education programmes.     

Human Nonmonotonic Reasoning: the Importance of Seeing the Logical Strength of Arguments

Three studies of human nonmonotonic reasoning are described. The results show that people find such reasoning quite difficult, although being given problems with known subclass-superclass relationships is helpful. The results also show that recognizing differences in the logical strengths of arguments is important for the nonmonotonic problems studied. For some of these problems, specificity – which is traditionally considered paramount in drawing appropriate conclusions – was irrelevant and so should have lead to a “can’t tell” response; however, people could give rational conclusions based on differences in the logical consequences of arguments. The same strategy also works for problems where specificity is relevant, suggesting that in fact specificity is not paramount. Finally, results showed that subjects’ success at responding appropriately to nonmonotonic problems involving conflict relies heavily on the ability to appreciate differences in the logical strength of simple, non-conflicting, statements.     

Teachers' reports of the problem behavior of children in their classrooms

Research examining teachers' judgments of children's behavior has typically used archival data, staged videos, or written vignettes describing children's behavior. The main advantage of using staged videos and written vignettes has been that those methodologies have led to well-controlled studies. The main disadvantage is that little is known about teachers' perceptions of the problems of children in their own classrooms. In the current study. 111 first-, second-, and third-grade teachers described children in their classrooms whose behavior concerned them. Teachers identified significantly more children with externalizing problems than internalizing problems and significantly more boys than girls as having problems that concerned them. However, when teachers identified children as having internalizing problems, they were just as likely to judge them as needing referral as children with externalizing problems. Similarly, when teachers judged children to have problems that concerned them, they were just as likely to judge girls as needing referral as boys.     

《周易》视野下的管理伦理问题

20世纪50年代以来,西方企业界出现的行贿受贿、弄虚作假、价格垄断、环境污染等管理伦理问题。西方科学管理对管理伦理问题的解决显得乏力,《周易》所彰显的人文理念却为管理伦理问题的解决提供了资源。《周易》的功利价值蕴涵着管理的合理选择;"盛德大业"为解决管理伦理问题指明方向;变易观念为管理创新提供依据;诚信的树立是管理伦理问题解决的关键;"中正"理念起到制约管理伦理问题的作用。     

Arithmetic word problem solving: Evidence for the construction of a mental model

In the first experiment reported here, adults were given an unexpected task of problem recognition after a resolution task. During the recognition task, participants were presented with the original problems, inconsistent problems that had never been solved, and paraphrases, which respected the relational structure of the original problems but not their exact wording. More precisely, paraphrases were constructed by inversing the terms and the linguistic expressions in the original problems. Whereas the literal form of paraphrastic problems bore the least resemblance to original problems, paraphrastic problems were associated to higher recognition rates than inconsistent problems. A second experiment ruled out the interpretation that this result was due to a mere remembering of the exact values used in the problem text. Taken together, these results provide evidence that a non-propositional representation is built by individuals to solve arithmetic word problems and suggest that a mental model is constructed (Johnson-Laird, 1983).     

Children's understanding of the arithmetic concepts of inversion and associativity

Previous studies have shown that even preschoolers can solve inversion problems of the form a+b-b by using the knowledge that addition and subtraction are inverse operations. In this study, a new type of inversion problem of the form d x e/e was also examined. Grade 6 and 8 students solved inversion problems of both types as well as standard problems of the form a+b-c and d x e/f. Students in both grades used the inversion concept on both types of inversion problems, although older students used inversion more frequently and inversion was used most frequently on the addition/subtraction problems. No transfer effects were found from one type of inversion problem to the other. Students who used the concept of associativity on the addition/subtraction standard problems (e.g., a+b-c=[b-c]+a) were more likely to use the concept of inversion on the inversion problems, although overall implementation of the associativity concept was infrequent. The findings suggest that further study of inversion and associativity is important for understanding conceptual development in arithmetic.     

A developmental and cross-cultural study of the influences of rule structure and problem composition on the learning of conceptual classifications

Five experiments were conducted permitting direct comparisons in the way Ss of different ages and cultures solved conceptual problems. One group of problems (Traditional) could be solved using a reference rule of conjunction or disjunction. Another group of problems (Intradimensional) could be solved either by one of the reference rules, or by a structurally simpler rule. Analysis of American performance confirmed that older Ss not only solved using the simpler rule more often than younger Ss, but when they did so they solved faster. For both American age groups, solution using the simpler rule led to no difference in performance between conjunctive and disjunctive Intradimensional problems. Conjunction proved easier than disjunction only for the Traditional problems. Unlike Americans, the Kpelle of Liberia did not solve using the simpler rule, and found conjunction easier than disjunction for both Traditional and Intradimensional problems. When a memory aid was provided the Kpelle showed a pattern of performance exactly like Americans.     

Mental rotation and the perspective problem

Experiment I contrasts the difficulty of problems in which a child must anticipate the appearance of an array of objects that is rotated (rotation problems) to the difficulty of problems in which a child must anticipate the appearance of a fixed array to an observer who has been rotated with respect to it (perspective problems). Perspective problems are much more difficult and show a different error pattern. Experiment II contrasts standard perspective problems, in which a child must anticipate the appearance of the array to an observer whose position differs from his own, to “perspective-move” problems, in which a child must anticipate the appearance of the array from his own new position; i.e., he himself moves. The latter problems are much easier, and the error pattern is much like that for rotation problems. The mental operations involved in solving these various types of problems are discussed.     

可持续发展的四个难题

实施可持续发展,面对四个难题：一是用明晰产权保持生态环境时遇到的技术难题,二是用科学技术解决生态环境问题时遇到的理性难题;三是克制人们的物质欲望时遇到的人性难题;四是全球合作时遇到的政治难题,提出以上难题并非否定可持续发展,相反,正视问题才能解决问题。     

On the Proper Interpretation and Impact of the AHP Axiom of Independence in Single-Criterion and Multiple-Criteria Problems

Some authors have proposed that the analytic hierarchy process (AHP) axiom of independence be relaxed to accommodate observations drawn from (a) examples of pairwise comparisons of alternatives in clusters in single-criterion AHP problems and (b) examples of problems in which the criteria have the same underlying measurement and both the achievement of the goal and the alternatives are measured objectively. We show that the illustrations given are actually single-criterion problems according to the AHP. Thus the AHP axiom of independence is inapplicable in both situations and therefore not violated. We also consider the consequence of failure to distinguish between a criterion as an attribute of alternatives and cluster of alternatives, the two being different in the hierarchic structure. Finally, we discuss transformable problems, which look like multicriteria problems but are actually single-criterion problems, and how failure to recognize this fact may lead to incorrect syntheses and false conclusions.     

平衡秤任务复杂性的事前与事后分析

任务复杂性的分析和评估是心理测量学和认知心理学都非常关注的重要主题。以264名小学四、五、六年级儿童为被试,平衡秤任务为研究材料,考察任务在未旋转时第一个因素上的载荷(事后分析)能否作为评价任务复杂性的一个指标,以及关系-表征复杂性模型对平衡秤任务复杂性分析(事前分析)的有效性两个问题。结果表明:平衡秤任务施测后所得所有项目的因素载荷与其难度之间没有显著正相关,即因素载荷的高低没有反映平衡秤任务复杂性的大小;而基于关系-表征复杂性模型对任务的事前分析所确定的任务等级复杂性和知识经验对任务难度的解释率为95.0%,可见,关系-表征复杂性模型提供的分析任务复杂性的思路和方法是较为合理的。     

The Peer Informant: Characteristics Related to the Perceptions of Peer Behavior Problems

Victimization and rejection by peers leads to and exacerbates behavior problems in children and adolescents. Given the implications of problematic peer relations for adolescents who experience behavior problems, the present study examined factors that may be related to how adolescents perceive peers who exhibit such problems. Specifically, the present study examined the relationship of adolescent informants’ socioeconomic status, their prior exposure to psychological symptoms, their perceived social acceptance, and their own behavior problems to their perceptions of peers’ internalizing and externalizing behavior problems, their liking and disliking of peers who exhibit such problems, and their attributions for the etiology of such problems when portrayed by fictitious peers of the same age. In particular, adolescents were asked to rate a set of vignettes portraying internalizing and externalizing behavior problems that are seen commonly in peers and to complete a set of brief questionnaires. Results revealed that adolescents were able to perceive the presence of both internalizing and externalizing behavior problems in vignette characters. Additionally, vignette characters who did not exhibit behavior problems were most likely to be approached and liked, whereas those vignette characters who displayed externalizing behavior problems were more likely to be disliked and ignored. Finally, although adolescents endorsed both internal and external etiological factors, ratings were related to the sex of the depicted vignette character and the nature of the portrayed behavior problems. Overall, this study provided additional evidence that, although adolescents can serve as valuable informants, they also tended to be rejecting of peers who display behavior problems.     

Brentano on the dual relation of the mental

Brentano held that every mental phenomenon has an object and is conscious (the dual relation thesis). The dual relation thesis faces a number of well-known problems. The paper explores how Brentano tried to overcome these problems. In considering Brentano's responses, the paper sheds light on Brentano's theory of judgement that underpins his philosophy of mind.     

Maternal sensitivity,infant temperament,and the development of early feeding problems

Early feeding problems, assessed in maternal reports about general problems and refusal behaviors, were investigated in a normal sample (n = 115) at the ages of 10 months and 2 years. In a longitudinal design, stability of feeding problems was studied. A model for development of nonorganic failure to thrive proposed by Chatoor (1989: Chatoor & Egan, 1983) was used as a guide in selection of potential antecedents to early feeding problems. The predictive value of parent-rated infant temperament and directly observed maternal sensitivity for explaining variance in feeding problems was explored. The results showed moderate stability for feeding problems. Feeding problems at both ages were predicted by interactions between infant temperament and maternal sensitivity. At 10 months feeding problems were marginally associated with an interaction between sensitivity and infant manageability (degree of negative emotionality); less sensitive mothers with less manageable infants reported more refusal behaviors. At the age of 2 years irregular infants were reported to have more problems if their mothers were less sensitive to their signals. The results are discussed in relation to studies of more severe feeding problems in infancy, and the Chatoor model was found to contribute to an understanding of the development of everyday infant feeding problems in a normal sample. © 1997 Michigan Association for Infant Mental Health     

Investigating the effect of mental set on insight problem solving

Mental set is the tendency to solve certain problems in a fixed way based on previous solutions to similar problems. The moment of insight occurs when a problem cannot be solved using solution methods suggested by prior experience and the problem solver suddenly realizes that the solution requires different solution methods. Mental set and insight have often been linked together and yet no attempt thus far has systematically examined the interplay between the two. Three experiments are presented that examine the extent to which sets of noninsight and insight problems affect the subsequent solutions of insight test problems. The results indicate a subtle interplay between mental set and insight: when the set involves noninsight problems, no mental set effects are shown for the insight test problems, yet when the set involves insight problems, both facilitation and inhibition can be seen depending on the type of insight problem presented in the set. A two process model is detailed to explain these findings that combines the representational change mechanism with that of proceduralization.     

Young children's performance on the balance scale: the influence of relational complexity

Three experiments investigated the effect of complexity on children's understanding of a beam balance. In nonconflict problems, weights or distances varied, while the other was held constant. In conflict items, both weight and distance varied, and items were of three kinds: weight dominant, distance dominant, or balance (in which neither was dominant). In Experiment 1, 2-year-old children succeeded on nonconflict-weight and nonconflict-distance problems. This result was replicated in Experiment 2, but performance on conflict items did not exceed chance. In Experiment 3, 3- and 4-year-olds succeeded on all except conflict balance problems, while 5- and 6-year-olds succeeded on all problem types. The results were interpreted in terms of relational complexity theory. Children aged 2 to 4 years succeeded on problems that entailed binary relations, but 5- and 6-year-olds also succeeded on problems that entailed ternary relations. Ternary relations tasks from other domains--transitivity and class inclusion--accounted for 93% of the age-related variance in balance scale scores.     

Activation of Real-World Knowledge in the Solution of Word Problems

This article describes two studies that examine factors influencing children's access to real-world knowledge during the solution of word problems. In the first study, based on work in Brazil by Carraher, Carraher, and Schliemann (1987), children were asked to solve arithmetic problems presented in three contexts: (a) as word problems, (b) in simulated store situations, and (c) as symbolic computations. Brazilian children were both more successful and more likely to use mental, informal strategies when solving word problems than when solving symbolic computations. We did not find the same results with our U.S. sample; no effects of context were found in either strategy use or success. Comparison of U.S. and Brazilian children's responses suggested that children may tend to access real-world content when the numbers in a word problem match the problem content, and a second study was conducted to test this interpretation. Children were presented with word problems in which the problem content either matched or did not match the numbers in the problem. It was found that when the numbers matched the problem content, children were more successful in solving the problems and more likely to access their domain knowledge during problem solution, as evidenced by the strategies they used to solve problems in the matched condition. These findings suggest ways in which activation of real-world knowledge might be facilitated during the solution of word problems in school.     

Multiple causes of difficulty in insight: the case of the nine-dot problem

Theories of insight problems are often tested by formulating hypotheses about the particular difficulties of individual insight problems. Such evaluations often implicitly assume that there is a single difficulty. We argue that the quantitatively small effects of many studies arise because the difficulty of many insight problems is determined by multiple factors, so the removal of 1 factor has limited effect on the solution rate. Difficulties can reside either in problem perception, in prior knowledge, or in the processing of the problem information. We support this multiple factors perspective through 3 experiments on the 9-dot problem (N.R.F. Maier, 1930). Our results lead to a significant reformulation of the classical hypothesis as to why this problem is difficult. The results have general implications for our understanding of insight problem solving and for the interpretation of data from studies that aim to evaluate hypotheses about the sources of difficulty of particular insight problems.