The dualism of emic and etic plays a crucial role in the emergence of three culturally informed approaches of psychology: cross-cultural psychology , cultural psychology and indigenous psychologies , a distinction largely accepted nowadays. Similarities and/or differences between these positions are usually discussed either on the level of phenomena or theory. In this paper, however, the discussion takes place on a meta-theoretical or epistemological level, which is also emerging elsewhere. In following several earlier papers of the author, first, four perspectives (...) are distinguished that underlie present day psychology. Second, these are used as a framework for linking them to the three “camps”. This analysis will show that these perspectives are characterized by different underlying worldviews, interests as well as methodical preferences. Third, it is claimed that this level of discussion is quite fruitful for the ongoing discourse on the three camps, but also helps one to understand, why the duality between emic and etic approaches is—implicitly or explicitly—at the core of these discussions, because their relevance turns out to differ in the three camps. In that sense, the emic/etic duality is used here as a “litmus test” to exemplify these deeper differences between the camps, thereby highlighting them. Fourth, in order to overcome not only the dilemma between the unique and general in psychology, but also to clarify the relation between the individual and culture it is proposed that psychology should take human action as its unit of analysis, thereby connecting historically to the early beginnings of psychology at the end of the 19th century. It will be argued that a culture inclusive action theory may overcome this tension and may help to integrate western and other indigenous psychologies, and hence it could be advantageous to integrate CP and IPs as well. This is possible because the proposed theory hopefully provides a universal framework for psychological concepts, yet allows for their culture specific expression. (shrink)

Classical fractal dimensions have recently been effectivized by characterizing them in terms of real-valued functions called gales, and imposing computability and complexity constraints on these gales. This paper surveys these developments and their applications in algorithmic information theory and computational complexity theory.

Corporate social responsibility (CSR) has become an increasingly significant managerial concept, yet the manager as an agent of corporate bureaucracy has been substantially missing from both the analytical and conceptual literature dealing with CSR. This article, which is both interpretative in nature and specific in reference to the U.K. cultural context, represents an attempt at addressing this lacuna by utilising qualitative data to explore the perceptions of managers working in corporations with developed CSR programmes. Exploring managerial perceptions of motives for (...) CSR initiatives, methods of stakeholder engagement, organisational integration of CSR and its impact on managerial work, this study concludes that an instrumental approach dominates, which indicates an external-internal organisational paradox in the design and execution of CSR initiatives. (shrink)

This paper initiates the study of sets in Euclidean spaces ℝn that are defined in terms of the dimensions of their elements. Specifically, given an interval I ⊆ [0, n ], we are interested in the connectivity properties of the set DIMI, consisting of all points in ℝn whose dimensions lie in I, and of its dual DIMIstr, consisting of all points whose strong dimensions lie in I. If I is [0, 1) or.

A notion of resource-bounded Baire category is developed for the class PC[0,1] of all polynomial-time computable real-valued functions on the unit interval. The meager subsets of PC[0,1] are characterized in terms of resource-bounded Banach-Mazur games. This characterization is used to prove that, in the sense of Baire category, almost every function in PC[0,1] is nowhere differentiable. This is a complexity-theoretic extension of the analogous classical result that Banach proved for the class C[0, 1] in 1931.

RAID-II is a high-bandwidth, network-attached storage server designed and implemented at the University of California at Berkeley. In this paper, we measure the performance of RAID-II and evaluate various architectural decisions made during the design process. We first measure the end-to-end performance of the system to be approximately 20 MB/s for both disk array reads and writes. We then perform a bottleneck analysis by examining the performance of each individual subsystem and conclude that the disk subsystem limits performance. By adding (...) a custom interconnect board with a high-speed memory and bus system and parity engine, we are able to achieve a performance speedup of 8 to 15 over a comparative system using only off-the-shelf hardware. (shrink)

A notion of resource‐bounded Baire category is developed for the classPC[0,1]of all polynomial‐time computable real‐valued functions on the unit interval. The meager subsets ofPC[0,1]are characterized in terms of resource‐bounded Banach‐Mazur games. This characterization is used to prove that, in the sense of Baire category, almost every function inPC[0,1]is nowhere differentiable. This is a complexity‐theoretic extension of the analogous classical result that Banach proved for the classC[0, 1] in 1931. (© 2004 WILEY‐VCH Verlag GmbH & Co. KGaA, Weinheim).

This paper is an investigation of the relationship between G\"odel's second incompleteness theorem and the well-foundedness of jump hierarchies. It follows from a classic theorem of Spector's that the relation $\{(A,B) \in \mathbb{R}^2 : \mathcal{O}^A \leq_H B\}$ is well-founded. We provide an alternative proof of this fact that uses G\"odel's second incompleteness theorem instead of the theory of admissible ordinals. We then derive a semantic version of the second incompleteness theorem, originally due to Mummert and Simpson, from this result. Finally, (...) we turn to the calculation of the ranks of reals in this well-founded relation. We prove that, for any $A\in\mathbb{R}$, if the rank of $A$ is $\alpha$, then $\omega_1^A$ is the $(1 + \alpha)^{\text{th}}$ admissible ordinal. It follows, assuming suitable large cardinal hypotheses, that, on a cone, the rank of $X$ is $\omega_1^X$. (shrink)

This article is the revised and annotated version of a lecture given at the German Historical Institute in London on 16 February 1982. I have discussed aspects of the same topic in other articles, e.g. ‘Wandel der Argumente für religiöse Toleranz und Glaubensfreiheit im 16. und 17. Jahrhundert’, in H. Lutz . Zur Geschichte der Toleranz und Religionsfreiheit , pp. 455–481, and ‘Parität, Neutralität und Toleranz’, to be published in Zwingliana 15.

The quantification of phase synchrony between neuronal signals is of crucial importance for the study of large-scale interactions in the brain. Two methods have been used to date in neuroscience, based on two distinct approaches which permit a direct estimation of the instantaneous phase of a signal [Phys. Rev. Lett. 81 (1998) 3291; Human Brain Mapping 8 (1999) 194]. The phase is either estimated by using the analytic concept of Hilbert transform or, alternatively, by convolution with a complex wavelet. In (...) both methods the stability of the instantaneous phase over a window of time requires quantification by means of various statistical dependence parameters (standard deviation, Shannon entropy or mutual information). The purpose of this paper is to conduct a direct comparison between these two methods on three signal sets: (1) neural models; (2) intracranial signals from epileptic patients; and (3) scalp EEG recordings. Levels of synchrony that can be considered as reliable are estimated by using the technique of surrogate data. Our results demonstrate that the differences between the methods are minor, and we conclude that they are fundamentally equivalent for the study of neuroelectrical signals. This offers a common language and framework that can be used for future research in the area of synchronization. © 2001 Published by Elsevier Science B.V. (shrink)

[ḥeleḳ 1]. Al hilkhot meḳaḥ ṭaʻut, onaʼah u-matanah, Ḥ m. 227-249 -- ḥeleḳ 2. ʻAl Hilkhot avedah u-metsiʼah, hefḳer, periḳah u-ṭeʻinah, genevah u-gezelah, Ḥ. m. 259-275, 348-377.

1. Moʻadim -- 2. Moʻadim 2. -- 3. Moʻadim 3.