The Logic of Feeling PHAM LOGIC OF FEELING
نویسنده
چکیده
The contribution of the feelings-as-information hypothesis to our understanding of the role of affect in judgment and decision making is discussed. Basic principles and regularities in how affective feelings guide judgments and decisions are then identified. Based on these principles and regularities, it is argued that the role of feelings in judgment and decision making may be more adaptive than has been assumed in most academic circles. This adaptivity transpires (a) in the variety of goal-relevant signals that feelings convey, (b) the flexibility with which feelings are interpreted, (c) the judgmental properties of feelings, and (d) the selectivity with which feelings are invoked. It is speculated that affective feelings may tap into a separate system of judgment and decision making with its unique strengths and weaknesses.
منابع مشابه
The inner logic of love (the Phenomenology of the life experience of love)
One of the most important issues in social life, that have been busy human minds in different ways is "romantic relationships." The purpose of this study was explored the life experience of love and discover of its inner logic. For this purpose, with a phenomenological approach, 14 students (Isfahan University and Isfahan University of Technology) who had experienced "love" were interviewed in ...
متن کاملAssessment of the Feeling of Happiness Based on Socio-Economic Status among the Young People between the Age of 15 and 29, Residing in Dist. 5 of Tehran City
Happiness is among the concepts which were subject of empirical studies in 1960s. This concept has been used interchangeably with such concepts as joy, satisfaction with life and the like. While meaningfully correlating with the feeling of joy and satisfaction with life, as indicated by numerous researches, the feeling of happiness is affected by different factors and situations. The present re...
متن کاملEquality propositional logic and its extensions
We introduce a new formal logic, called equality propositional logic. It has two basic connectives, $boldsymbol{wedge}$ (conjunction) and $equiv$ (equivalence). Moreover, the $Rightarrow$ (implication) connective can be derived as $ARightarrow B:=(Aboldsymbol{wedge}B)equiv A$. We formulate the equality propositional logic and demonstrate that the resulting logic has reasonable properties such a...
متن کامل