Cross-cultural comparison of personality: Hungarian children and english children

1150 Hungarian boys and 1035 girls were given the Junior Eysenck Personality Questionnaire translated into Hungarian. Product-moment correlations were factored by principal components methods, rotated by Varimax and then obliquely by Promax. Thirteen extra items, added for substitution if necessary, were included in this analysis. Very close agreement between the responses of British and Hungarian children were found for the Lie or Social Desirability scale, good agreement for Extraversion but less satisfactory agreement for Neuroticism and Psychoticism items. It is argued that the strength of the Lie score could well have interfered with the true responses for the other dimensions. Means and standard deviations for British and Hungarian children are given on scales comprised of items both groups have in common on their respective scoring keys, this being the only way the means can be compared.     

Willingness to share,impulsivity and the Dark Triad traits

Current Psychology - The purpose of the study was to test hypotheses regarding a form of social discounting in which the subjective value of a reward decreases as a function of the number of people...     

Allies Against Sexism: The Impact of Men’s Egalitarian Versus Paternalistic Confrontation on Women’s Empowerment and Well-Being

Sex Roles - Men as advantaged group members can be involved in actions against inequality. But how do women experience men’s confrontation of sexism? We examine how women perceive men’s...     

Measurement Invariance of the Day Reconstruction Method: Results from the COURAGE in Europe Project

Given the growing interest in the study of subjective well-being as a measure of social progress, instruments that produce valid and reliable scores and that can be used within and across countries are needed. The aim of the present study was to analyze the measurement equivalence of the Day Reconstruction Method in its brief version, using nationally representative samples from Finland, Poland, and Spain obtained within the COURAGE in Europe project. The goodness-of-fit of a two-correlated-factors model and the reliability of the scores obtained were assessed. Cross-country invariance was tested employing a multiple group confirmatory factor analysis, through sequential constraint imposition. In each country, measurement invariance was tested across time frames (morning, afternoon and evening) and days of the week (weekday and weekend). The results found support for the hypothesis of a two-correlated-factors (positive and negative affect) structure; the reliability of the positive, the negative and the net affect scores showed appropriate values. A high equivalence across the three national samples was found: all items except one showed strong measurement invariance indicating that respondents from Finland, Poland, and Spain attribute the same meaning to the latent construct under study, and the levels of the underlying items are equal in all three countries. Similar results were found for the measurement equivalence across time frames and days of the week. Our findings support the assumption of comparability across the different samples considered; in general, higher positive affect and lower negative affect were found in Finland, in the evening and at the weekend.     

Completeness Theorems via the Double Dual Functor

The aim of this paper is to apply properties of the double dual endofunctor on the category of bounded distributive lattices and some extensions thereof to obtain completeness of certain non-classical propositional logics in a unified way. In particular, we obtain completeness theorems for Moisil calculus, n-valued Łukasiewicz calculus and Nelson calculus. Furthermore we show some conservativeness results by these methods. This revised version was published online in June 2006 with corrections to the Cover Date.     

Uniform Interpolation and Propositional Quantifiers in Modal Logics

We investigate uniform interpolants in propositional modal logics from the proof-theoretical point of view. Our approach is adopted from Pitts’ proof of uniform interpolationin intuitionistic propositional logic [15]. The method is based on a simulation of certain quantifiers ranging over propositional variables and uses a terminating sequent calculus for which structural rules are admissible. We shall present such a proof of the uniform interpolation theorem for normal modal logics K and T. It provides an explicit algorithm constructing the interpolants. Presented by Heinrich Wansing