Many philosophers in the field of meta-ethics believe that rational degrees of confidence in moral judgments should have a probabilistic structure, in the same way as do rational degrees of belief. The current paper examines this position, termed “moral Bayesianism,” from an empirical point of view. To this end, we assessed the extent to which degrees of moral judgments obey the third axiom of the probability calculus, ifP(A∩B)=0thenP(A∪B)=P(A)+P(B), known as finite additivity, as compared to degrees of beliefs on the one (...) hand and degrees of desires on the other. Results generally converged to show that degrees of moral judgment are more similar to degrees of belief than to degrees of desire in this respect. This supports the adoption of a Bayesian approach to the study of moral judgments. To further support moral Bayesianism, we also demonstrated its predictive power. Finally, we discuss the relevancy of our results to the meta-ethical debate between moral cognitivists and moral non-cognitivists. (shrink)

We present experimental evidence that supports the thesis :602–625, 2015, Br J Philos Sci 70:77–102, 2019; Bradley in Decisions theory with a human face, Cambridge University Press, Cambridge, 2017; Goldschmidt and Nissan-Rozen in Synthese 198:7553–7575, 2021) that people might positively or negatively desire risky prospects conditional on only some of the prospects’ outcomes obtaining. We argue that this evidence has important normative implications for the central debate in normative decision theory between two general approaches on how to rationalize several common (...) patterns of preference, which are ruled out as irrational by orthodox decision theory, namely the re-individuation approach and the non-expected utility approach. (shrink)

This chapter examines Zhuangzi, an influential Daoist text written by Zhuang Zhou and named after the Daoist thinker Zhuang Zi. It discusses Zhuangzi’s emphasis on the philosopher’s wisdom regarding political and social management, its concept of personal realization, and its concern with social and political order. It also considers Daoism’s notion of wuwei in relation to wuwo, wudai, wugong, and wuming. Furthermore, it looks at the wholeness, equality, relatedness, and relativity of wanwu, along with the organizational implications of Zhuangzi, and (...) the connection between Daoist thinking and organizational management. (shrink)

"מהדורה מוערת ומבוארת של ספר מגלה טמירין על פי דפוס ראשון, כתבי יד מפוזרים, והשוואה לנוסח הספר ביידיש. לספר נלווה כרך מיוחד של נספחים שנוגעים להתהוות הספר ולתכניו, וכלולים בו דיונים עקרוניים שקשורים לכמה סוגיות שעולות בו: מדרש השמות המוצפנים, מקורותיו החסידיים של המחבר, הנוסחים השונים בכתב-יד, והנוסח המיוחד של הספר ביידיש" -- מעטפת אחורית.

本书指出科学的伦理学有三个组成部分:一、道德实体,即伦理行为事实如何;二、道德主体,即道德目的,社会为何制定道德;三、道德价值,即伦理行为应该如何。本书一方面揭示了人类伦理行为的类型及其所遵循的四大规 律;另一方面从社会创建道德的目的中推导出了人类伦理行为的善恶六原则以及公平、平等、自由、异化等治理社会的道德原则和幸福、贵生等善待自己的道德原则。.

In this book, best-selling author and mathematician Haim Shapira presents an introduction to mathematical theories which deal with the most beautiful concept ever invented by humankind: infinity. Written in clear, simple language and aimed at a lay audience, this book also offers some strategies that will allow readers to try their ability at solving truly fascinating mathematical problems. Infinity is a deeply counter-intuitive concept that has inspired many great thinkers. In this book we will meet many sages, both familiar (...) and unfamiliar: Zeno and Pythagoras, Georg Cantor and Bertrand Russell, Sofia Kovalevskaya and Emmy Noether, al-Khwarizmi and Euclid, Sophie Germain and Srinivasa Ramanujan. The world of infinity is inhabited by many paradoxes, and so is this book: Zeno paradoxes, Hilbert's "Infinity Hotel", Achilles and the gods paradox, the paradox of heaven and hell, the Ross-Littlewood paradox involving tennis balls, the Galileo paradox and many more. Aimed at the curious but non-technical reader, this book refrains from using any fearsome mathematical symbols. It uses only the most basic operations of mathematics: adding, subtracting, multiplication, division, powers and roots - that is all. But that doesn't mean that a bit of deep thinking won't be necessary and rewarding. Writing with humour and lightness of touch, Haim Shapira banishes the chalky pallor of the schoolroom and offers instead a truly thrilling intellectual journey. Fasten your seatbelt - we are going to Infinity, and beyond! (shrink)

John Forrester’s book Thinking in Cases does not provide one ultimate definition of what it means to ‘think in cases’, but rather several alternatives: a ‘style of reasoning’ (Hacking), ‘paradigms’ or ‘exemplars’ (Kuhn), and ‘language games’ (Wittgenstein), to mention only a few. But for Forrester, the stories behind each of the figures who suggested these different models for thinking (in cases) are as important as the models themselves. In other words, the question for Forrester is not only what ‘thinking in (...) cases’ is, but also who might be considered a ‘thinker in cases’. Who could serve as a case study for such a thinker? The major candidates that Forrester considers in his book to be ‘thinkers in cases’ are Kuhn, Foucault, Freud, and Winnicott. In what follows, I will argue that one name is missing from this list, as well as from Forrester’s book more generally: Michael Balint. This name is missing not only because Balint was a great ‘thinker in cases’, but also because we have some reasons to believe that Forrester himself thought so and wished to add him to the list. Forrester, I will argue, found in Balint an exemplar for a thinker in cases that combined elements from Winnicott’s psychoanalytic theory and Foucault’s philosophy of the case-based sciences. (shrink)

In his classic book “the Foundations of Statistics” Savage developed a formal system of rational decision making. The system is based on (i) a set of possible states of the world, (ii) a set of consequences, (iii) a set of acts, which are functions from states to consequences, and (iv) a preference relation over the acts, which represents the preferences of an idealized rational agent. The goal and the culmination of the enterprise is a representation theorem: Any preference relation that (...) satisfies certain arguably acceptable postulates determines a (finitely additive) probability distribution over the states and a utility assignment to the consequences, such that the preferences among acts are determined by their expected utilities. Additional problematic assumptions are however required in Savage's proofs. First, there is a Boolean algebra of events (sets of states) which determines the richness of the set of acts. The probabilities are assigned to members of this algebra. Savage's proof requires that this be a σ-algebra (i.e., closed under infinite countable unions and intersections), which makes for an extremely rich preference relation. On Savage's view we should not require subjective probabilities to be σ-additive. He therefore finds the insistence on a σ-algebra peculiar and is unhappy with it. But he sees no way of avoiding it. Second, the assignment of utilities requires the constant act assumption: for every consequence there is a constant act, which produces that consequence in every state. This assumption is known to be highly counterintuitive. The present work contains two mathematical results. The first, and the more difficult one, shows that the σ-algebra assumption can be dropped. The second states that, as long as utilities are assigned to finite gambles only, the constant act assumption can be replaced by the more plausible and much weaker assumption that there are at least two non-equivalent constant acts. The second result also employs a novel way of deriving utilities in Savage-style systems -- without appealing to von Neumann-Morgenstern lotteries. The paper discusses the notion of “idealized agent" that underlies Savage's approach, and argues that the simplified system, which is adequate for all the actual purposes for which the system is designed, involves a more realistic notion of an idealized agent. (shrink)

本书系作者专心致志撰写22年而成的150余万字的《新伦理学》(商务印书馆2008年修订版)之精粹。它几乎将每个理论问题都化为一个鲜活的人生案例,通过解析各个案例而系统展现伦理学博大精深之原理,因而名之 为《伦理学与人生》。.

In this work we give a complete answer as to the possible implications between some natural properties of Lebesgue measure and the Baire property. For this we prove general preservation theorems for forcing notions. Thus we answer a decade-old problem of J. Baumgartner and answer the last three open questions of the Kunen-Miller chart about measure and category. Explicitly, in \S1: (i) We prove that if we add a Laver real, then the old reals have outer measure one. (ii) We (...) prove a preservation theorem for countable-support forcing notions, and using this theorem we prove (iii) If we add ω 2 Laver reals, then the old reals have outer measure one. From this we obtain (iv) $\operatorname{Cons}(\mathrm{ZF}) \Rightarrow \operatorname{Cons}(\mathrm{ZFC} + \neg B(m) + \neg U(m) + U(c))$ . In \S2: (i) We prove a preservation theorem, for the finite support forcing notion, of the property " $F \subseteq ^\omega\omega$ is an unbounded family." (ii) We introduce a new forcing notion making the old reals a meager set but the old members of ω ω remain an unbounded family. Using this we prove (iii) $\operatorname{Cons}(\mathrm{ZF}) \Rightarrow \operatorname{Cons}(\mathrm{ZFC} + U(m) + \neg B(c) + \neg U(c) + C(c))$ . In \S3: (i) We prove a preservation theorem, for the finite support forcing notion, of a property which implies "the union of the old measure zero sets is not a measure zero set," and using this theorem we prove (ii) $\operatorname{Cons}(\mathrm{ZF}) \Rightarrow \operatorname{Cons}(\mathrm{ZFC} + \neg U(m) + C(m) + \neg C(c))$. (shrink)

The impetus driving this article is the uncritical uses of ‘culture’ as an explanatory variable in public health research of ‘suicide’, regarding its conceptualization and operationalization as a mentally riddled phenomenon clamped in nomothetic and epidemiological nomenclature. This reduction of suicide to its presumed ‘evidence based’ figures and graphs under the guise of the lingo of culture requires and yields not only ‘thin’ understandings but also non-committal conclusions. Thus, ‘culture’ merely appears as a ‘thing’ made of shared norms and values (...) that arguably can be measured, computed, and even predicted in relation to tables of suicide rates. With the aim of critically un-disciplining and unleashing these two intersecting fuzzy concepts from the straits of their epistemological habitus, we set an alternative scene of relations between them that contribute to the re-conceptualization of both. ‘Suicide cultures’, a term we coined for highlighting temporal, agentive, performative, and social justice questions of suicide and culture, place the preoccupation with mortality and terminality at its core. This turn in the analysis of public health sheds a non-perfunctory light on the cultural parameters of counting of and accounting for the incidence of suicide in different social settings. (shrink)

This article is a revised version of a lecture delivered at the Colloque ‘Histoire des Mentalités, Histoire des résistances, ou les Prisons de longue durée’, Aix-La Baume, 20–21–22 septembre 1980.

Please send the completed questionnaire by October 1, 2005 either electronically to Vincent F. Hendricks ([email protected]) or John Symons ([email protected]) or mail (fax) to Vincent F. Hendricks, Dept. of Philosophy and Science Studies, Roskilde University, DK4000 Roskilde, Denmark, Fax: +45 4674 3012..

If, at the outset, we postulate the totality of Jewish thought and lay down the principle of its organic unity and its call to universalism, thus asserting the active solidarity which dominates its relations with Jewish religious and intellectual life in the Maghreb, if we state that both have a privileged interrelationship and use the same modes of expression, then we must add that Maghrebian Judaism is an integral part of the intellectual space, the cultural landscape and the civilization of (...) the Muslim West where it was born, blossomed and bore fruit. (shrink)

A top management team (TMT) has been identified as one of the key factors driving changes in tax planning strategy. Based on upper echelons theory, this study investigates whether configurations of TMT characteristics influence enterprise tax planning strategy by using the fuzzy-set qualitative comparative analysis (fsQCA). Using a panel data of China public companies, we found three configurations conducive to aggressive tax planning and two combinations conducive to low tax planning. Specifically, the level of education, tenure, age, career experience, and (...) size of the top management team affect a firm’s propensity to engage in tax planning. Further, the results show that top management teams are not alike and highlight the differences in how these characteristics combine to impact tax planning. (shrink)

It is shown that there is a subalgebra of the measure algebra forcing dominating reals. Also results are given about iterated forcing connected with random reals.

After experiencing the COVID-19 pandemic, the status and mechanisms of leadership, and the challenges for medical workers in terms of family–work conflicts, have caused widespread concern. In the post-pandemic era, based on role theory and the stressor-detachment model, this paper seeks to break the “black box” of negative effects that can be caused by leadership, research the mechanism and boundary conditions of those negative effects, and explore factors to reduce those negative effects. We recruited 1,010 Chinese medical workers fighting COVID-19 (...) on the frontline. Our study results showed that there was a significant negative correlation between empowering leadership and work–family conflict, and this relationship was completely mediated by role stress, while psychological detachment moderated the relationship between role stress and work–family conflict. Moreover, psychological detachment moderated the mediating effect of empowering leadership on work–family conflict through role stress. Therefore, higher levels of psychological detachment were less conducive to medical workers' family–work conflict. This study has important theoretical significance and practical value for revealing the negative effects and mechanisms of empowering leadership and for medical workers to better deal with work–family relations. (shrink)

Savage's framework of subjective preference among acts provides a paradigmatic derivation of rational subjective probabilities within a more general theory of rational decisions. The system is based on a set of possible states of the world, and on acts, which are functions that assign to each state a consequence€. The representation theorem states that the given preference between acts is determined by their expected utilities, based on uniquely determined probabilities (assigned to sets of states), and numeric utilities assigned to consequences. (...) Savage's derivation, however, is based on a highly problematic well-known assumption not included among his postulates: for any consequence of an act in some state, there is a "constant act" which has that consequence in all states. This ability to transfer consequences from state to state is, in many cases, miraculous -- including simple scenarios suggested by Savage as natural cases for applying his theory. We propose a simplification of the system, which yields the representation theorem without the constant act assumption. We need only postulates P1-P6. This is done at the cost of reducing the set of acts included in the setup. The reduction excludes certain theoretical infinitary scenarios, but includes the scenarios that should be handled by a system that models human decisions. (shrink)

We show the Borel Conjecture is consistent with the continuum large.