Algorithmically driven online dating platforms today promise the ability to sort through relevant data and identify one’s ideal amorous matches effectively. Yet the appeal of technological and scientific solutions to the messy problem of finding partners is hardly new. This introduction to the Focus section “It’s a Match!” argues that the history of amorous matching has long been part and parcel of the history of science, in particular the social sciences. Taking matching as an “applied science of social harmony,” the (...) authors argue that concern over more reliable techniques for determining the suitability of partners has formed an essential part of both the maintenance of social order and the shaping of subjectivities, enabling discourses of informed choice and the rational management of the passions, while also reinforcing and subverting structures of age, gender, race, and sexuality. (shrink)

Chinese culture is a lively and active organism. If we are to get to the real image of Chinese culture, we should take as a starting point the first passage of the Chung-yung [Doctrine of the Mean], which expounds its basic principles: "That which Heaven has decreed is called Nature, to follow that Nature is called tao [way] and to cultivate the tao is called instruction." This passage uses three phrases and one breath; these three phrases have a unified nature (...) which cannot be separated and which constitute one long sentence. Because of this, the words as a whole lead people to think of a richly vital and great tree which has the will of Heaven as its roots, human nature as its shoots, the tao as its trunk, and cultural instruction as its branches, leaves, and blossoms. As for the fruit, in terms of the individual, it is the achievement of a completely beautiful character, and in terms of the masses of the people, it is the ordering of the country and the pacification of the realm, the progression from the era of peace under the ancient kings to the age of the Grand Unity [ta-t'ung]. (shrink)

The aim of this article is to demonstrate the intricate operation of the adverb `also' in actual interaction at a level of detail that dictionary definitions have failed to capture. Using primarily a conversation analytic framework in examining two data corpora, which include a series of graduate seminar discussions and television roundtable discussions, I argue that the semantic features of `also' are strategically deployed to accomplish complex interactional goals in a disjunctive or disaffiliative environment. In a disjunctive environment, `also' can (...) be invoked to legitimize one's speaking rights - to get the floor. In a disaffiliative environment, `also' can be mobilized to either soften or strengthen a disaffiliative action in subsequent talk. These practices of `also' are accounted for in part by the tensions between coherence and continuation, and in part by the institutional contexts of news media and graduate seminar. (shrink)

Dinner times provide rich opportunities for overt and covert socialization. Drawing upon a larger corpus of 35 video-recorded family meals involving the three-year-old Zoe and her parents, this conversation analytic study describes how Zoe displays such agency through the practice of “voicing control” – momentarily sounding and acting like an adult by performing a range of controlling acts such as leading, instructing, advising, assessing, and mediating. I argue that by playing with such activities bound to the category of a higher (...) position than hers, the child manages to grow “a head taller” in the Vygotskyan sense. The findings contribute to the budding literature on documenting socialization in naturalistic settings with a specific focus on the child’s role in such socialization. (shrink)

This paper gives a definition of self-reference on the basis of the dependence relation given by Leitgeb (2005), and the dependence digraph by Beringer & Schindler (2015). Unlike the usual discussion about self-reference of paradoxes centering around Yablo's paradox and its variants, I focus on the paradoxes of finitary characteristic, which are given again by use of Leitgeb's dependence relation. They are called 'locally finite paradoxes', satisfying that any sentence in these paradoxes can depend on finitely many sentences. I prove (...) that all locally finite paradoxes are self-referential in the sense that there is a directed cycle in their dependence digraphs. This paper also studies the 'circularity dependence' of paradoxes, which was introduced by Hsiung (2014). I prove that the locally finite paradoxes have circularity dependence in the sense that they are paradoxical only in the digraph containing a proper cycle. The proofs of the two results are based directly on König's infinity lemma. In contrast, this paper also shows that Yablo's paradox and its nested variant are non-self-referential, and neither McGee's paradox nor the omega-cycle liar paradox has circularity dependence. (shrink)

According to the revision theory of truth, the paradoxical sentences have certain revision periods in their valuations with respect to the stages of revision sequences. We find that the revision periods play a key role in characterizing the degrees of paradoxicality for Boolean paradoxes. We prove that a Boolean paradox is paradoxical in a digraph, iff this digraph contains a closed walk whose height is not any revision period of this paradox. And for any finitely many numbers greater than 1, (...) if any of them is not divisible by any other, we can construct a Boolean paradox whose primary revision periods are just these numbers. Consequently, the degrees of Boolean paradoxes form an unbounded dense lattice. The area of Boolean paradoxes is proved to be rich in mathematical structures and properties. (shrink)

This paper gives a definition of self-reference on the basis of the dependence relation given by Leitgeb (J Philos Logic 34(2):155–192, 2005), and the dependence digraph by Beringer and Schindler (Reference graphs and semantic paradox, 2015. https://www.academia.edu/19234872/reference_graphs_and_semantic_paradox). Unlike the usual discussion about self-reference of paradoxes centering around Yablo’s paradox and its variants, I focus on the paradoxes of finitary characteristic, which are given again by use of Leitgeb’s dependence relation. They are called ‘locally finite paradoxes’, satisfying that any sentence in (...) these paradoxes can depend on finitely many sentences. I prove that all locally finite paradoxes are self-referential in the sense that there is a directed cycle in their dependence digraphs. This paper also studies the ‘circularity dependence’ of paradoxes, which was introduced by Hsiung (Logic J IGPL 22(1):24–38, 2014). I prove that the locally finite paradoxes have circularity dependence in the sense that they are paradoxical only in the digraph containing a proper cycle. The proofs of the two results are based directly on König’s infinity lemma. In contrast, this paper also shows that Yablo’s paradox and its ∀∃\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$$\forall \exists $$\end{document}-unwinding variant are non-self-referential, and neither McGee’s paradox nor the ω\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$$\omega $$\end{document}-cycle liar has circularity dependence. (shrink)

It is proved that Yablo’s paradox and the Liar paradox are equiparadoxical, in the sense that their paradoxicality is based upon exactly the same circularity condition—for any frame ${\mathcal{K}}$ , the following are equivalent: (1) Yablo’s sequence leads to a paradox in ${\mathcal{K}}$ ; (2) the Liar sentence leads to a paradox in ${\mathcal{K}}$ ; (3) ${\mathcal{K}}$ contains odd cycles. This result does not conflict with Yablo’s claim that his sequence is non-self-referential. Rather, it gives Yablo’s paradox a new significance: (...) his construction contributes a method by which we can eliminate the self-reference of a paradox without changing its circularity condition. (shrink)

A relativized version of Tarski's T-scheme is introduced as a new principle of the truth predicate. Under the relativized T-scheme, the paradoxical objects, such as the Liar sentence and Jourdain's card sequence, are found to have certain relative contradictoriness. That is, they are contradictory only in some frames in the sense that any valuation admissible for them in these frames will lead to a contradiction. It is proved that for any positive integer n, the n-jump liar sentence is contradictory in (...) and only in those frames containing at least an n-jump odd cycle. In particular, the Liar sentence is contradictory in and only in those frames containing at least an odd cycle. The Liar sentence is also proved to be less contradictory than Jourdain's card sequence: the latter must be contradictory in those frames where the former is so, but not vice versa. Generally, the relative contradictoriness is the common characteristic of the paradoxical objects, but different paradoxical objects may have different relative contradictoriness. (shrink)

According to the revision theory of truth, the binary sequences generated by the paradoxical sentences in revision sequence are always unstable. In this paper, we work backwards, trying to reconstruct the paradoxical sentences from some of their binary sequences. We give a general procedure of constructing paradoxes with specific binary sequences through some typical examples. Particularly, we construct what Herzberger called “unstable statements with unpredictably complicated variations in truth value.” Besides, we also construct those paradoxes with infinitely many finite primary (...) periods but without any infinite primary period, those with an infinite critical point but without any finite primary period, and so on. This is the first formal appearance of these paradoxes. Our construction demonstrates that the binary sequences generated by a paradoxical sentence are something like genes from which we can even rebuild the original sentence itself. (shrink)

The unwinding that Cook, 767–774 2004) proposed is a simple but powerful method of generating new paradoxes from known ones. This paper extends Cook’s unwinding to a larger class of paradoxes and studies further the basic properties of the unwinding. The unwinding we study is a procedure, by which when inputting a Boolean modal net together with a definable digraph, we get a set of sentences in which we have a ‘counterpart’ for each sentence of the Boolean modal net and (...) each point of the digraph. What is more, whenever a sentence of the Boolean modal net says another sentence is necessary, then the counterpart of the first sentence at a point correspondingly says the counterparts of the second one at all accessible points of that point are all true. The output of the procedure is called ‘the unwinding of a Boolean modal net on a definable digraph’. We prove that the unwinding procedure preserves paradoxicality: a Boolean modal net is paradoxical on a definable digraph, iff the unwinding of it on this digraph is also paradoxical. Besides, the dependence digraph for the unwinding of a Boolean modal net on a definable digraph is proved to be isomorphic to the unwinding of the dependence digraph for the Boolean modal net on the previous definable digraph. So the unwinding of a Boolean modal net on a digraph is self-referential, iff the Boolean modal net is self-referential and the digraph is cyclic. Thus, on the one hand, the unwinding of any Boolean modal net on an acyclic digraph is non-self-referential. In particular, the unwinding of any Boolean modal net on \ is non-self-referential. On the other hand, if a Boolean modal net is paradoxical on a locally finite digraph, the unwinding of it on that digraph must be self-referential. Hence, starting from a Boolean modal paradox, the unwinding can output a non-self-referential paradox only if the digraph is not locally finite. (shrink)

Tarski's theorem essentially says that the Liar paradox is paradoxical in the minimal reflexive frame. We generalise this result to the Liar-like paradox $\lambda^\alpha$ for all ordinal $\alpha\geq 1$. The main result is that for any positive integer $n = 2^i(2j+1)$, the paradox $\lambda^n$ is paradoxical in a frame iff this frame contains at least a cycle the depth of which is not divisible by $2^{i+1}$; and for any ordinal $\alpha \geq \omega$, the paradox $\lambda^\alpha$ is paradoxical in a frame (...) iff this frame contains at least an infinite walk which has an arbitrarily large depth. We thus get that $\lambda^n$ has a degree of paradoxicality no more than $\lambda^m$ iff the multiplicity of 2 in the (unique) prime factorisation of $n$ is no more than that in the prime factorisation of $m$; and all tranfinite $\lambda^\alpha$ has the same degree of paradoxcality but has a higher degree of paradoxicality than any $\lambda^n$. (shrink)

Cook regards Sorenson’s so-called ‘the no-no paradox’ as only a kind of ‘meta-paradox’ or ‘quasi-paradox’ because the symmetry principle that Sorenson imposes on the paradox is meta-theoretic. He rebuilds this paradox at the object-language level by replacing the symmetry principle with some ‘background principles governing the truth predicate’. He thus argues that the no-no paradox is a ‘new type of paradox’ in that its paradoxicality depends on these principles. This paper shows that any theory is inconsistent with the T-schema instances (...) for the no-no sentences, plus the T-schema instance for a Curry sentence associated with the symmetry of the no-no sentences. It turns out that the no-no paradox still depends on the problematic instances of the T-schema in a way that the liar paradox does. What distinguishes the no-no paradox is the T-schema instance for the above Curry sentence, which encodes Sorensen’s symmetry principle at the object-language level. (shrink)

This article examines various positions on whether children should be allowed to play in late imperial China. Demonstrating distinctly different views from Neo-Confucian thinkers, professional genre painters of “Children at Play” ( yingxi tu 嬰戲圖), and the emerging pediatric specialists, the article maintains that clearly multi-vocal forces coexisted during the Song Dynasty, including a persuasive child-favoring stance that remains unique in global humanities on this issue.

This article is a lecture note I wrote for my philosophy of mathematics course. Its main task is to explain the main ideas of Gupta's acceptable model proposed in his paper [J. Philos. Logic 11(1), 1–60, 1982]. I aim to provide detailed information on a result established by Gupta. On the one hand, I hope this explanation can be helpful for those who are learning Gupta's acceptable model, and on the other hand, I also hope to provide a guide for (...) beginners to interpret literature. (shrink)

The study analyzes the influential factors of consumers’ willingness to purchase gray-market smartphones by considering the model of novelty seeking, status consumption, integrity, and perceived risk. Attitude toward counterfeit is used as mediation in the model. The causalities in the model of problematic willingness of consumer to purchase gray-market smartphones are hypothesized. A total sample of 350 respondents with 238 effective samples is collected by interviewing with questionnaires at the service counters of telecommunications operators. Structure equation modeling (SEM) is adopted (...) in the analysis. Consumers’ attitude toward counterfeit goods is found to be positively related to the willingness of consumers to purchase gray-market smartphones, but perceived risk is negatively related to consumers’ willingness to purchase. As for personality constructs, integrity and status consumption are found to be negatively related to consumers’ attitude toward counterfeit goods, but novelty seeking is positively related to the attitude. Further, managerial implications for branded smartphone manufacturers and telecommunications regulators are provided by the research. (shrink)

We can classify the (truth-theoretic) paradoxes according to their degrees of paradoxicality. Roughly speaking, two paradoxes have the same degrees of paradoxicality, if they lead to a contradiction under the same conditions, and one paradox has a (non-strictly) lower degree of paradoxicality than another, if whenever the former leads to a contradiction under a condition, the latter does so under the same condition. In this paper, we outline some results and questions around the degrees of paradoxicality and summarize recent progress.

This paper aims to explore the relationship between the necessity predicate and the truth predicate by comparing two possible-world interpretations. The first interpretation, proposed by Halbach et al. (J Philos Log 32(2):179–223, 2003), is for the necessity predicate, and the second, proposed by Hsiung (Stud Log 91(2):239–271, 2009), is for the truth predicate. To achieve this goal, we examine the connections and differences between paradoxical sentences that involve either the necessity predicate or the truth predicate. A primary connection is (...) established through two translations that change only one of the predicates to the other while keeping everything else unchanged. We prove that in bijective frames, a set of sentences that contains one of the two semantic predicates has the same paradoxicality as the corresponding set of sentences that contains the other predicate obtained through translation. However, there are substantial differences as well. First, the necessity predicate and the truth predicate, under the two interpretations, cannot be defined by each other. Moreover, for sentences that involve only the truth predicate, their paradoxicality is preserved under the homomorphisms of frames. For sentences containing the necessity predicate, their paradoxicality is preserved under bounded morphisms, but none of these sentences can have their paradoxicality preserved under the extension of frames. Finally, we also show that paradoxical sentences involving the necessity predicate and those involving the truth predicate differ significantly in terms of mirror symmetry, circularity dependence, and frame compactness. (shrink)

In various theories of truth, people have set forth many definitions to clarify in what sense a set of sentences is paradoxical. But what, exactly, is _a_ paradox per se? It has not yet been realized that there is a gap between ‘being paradoxical’ and ‘being a paradox’. This paper proposes that a paradox is a minimally paradoxical set meeting some closure property. Along this line of thought, we give five tentative definitions based upon the folk notion of paradoxicality implied (...) in Tarski’s undefinability theorem of truth and the dependence relation proposed by Leitgeb (J Philos Log 34(2):155–192, 2005). A definition of ‘being a paradox’ is acceptable if its extension must be sufficiently comprehensive to include all known paradoxes on the one hand, and its standard must also be high enough to exclude those that are evidently not paradoxes on the other hand. It turns out that only the last attempt is acceptable: a set of sentences is a paradox if it is paradoxical and self-dependent, and at the same time, it and any of its paradoxical and self-dependent subsets bisimulate each other. In this way, we articulate in what sense a set of sentences is a paradox, and so establish a connection between the notion of a paradox and the notion of paradoxicality. (shrink)

By introducing the intensional mappings and their properties, we establish a new semantical approach of characterizing intermediate logics. First prove that this new approach provides a general method of characterizing and comparing logics without changing the semantical interpretation of implication connective. Then show that it is adequate to characterize all Kripke_complete intermediate logics by showing that each of these logics is sound and complete with respect to its (unique) ‘weakest characterization property’ of intensional mappings. In particular, we show that classical (...) logic has the weakest characterization property , which is the strongest among all possible weakest characterization properties of intermediate logics. Finally, it follows from this result that a translation is an embedding of classical logic into intuitionistic logic, iff. its semantical counterpart has the property. (shrink)

Studies of occupational sex segregation rely on the sociocultural model to explain why some occupations are numerically dominated by women and others by men. This model argues that occupational sex segregation is driven by norms about gender-appropriate work, which are frequently conceptualized as gender-typed skills: work-related tasks, abilities, and knowledge domains that society views as either feminine or masculine. The sociocultural model thus explains the primary patterns of occupational sex segregation, which conform to these norms: Requirements for feminine skills increase (...) with women’s representation in the occupation. However, the model does not adequately explain cases of segregation that deviate from these norms or investigate the ways in which feminine and masculine skills co-occur in occupations. The present study fills these gaps by evaluating two previously untested explanations for deviations from the sociocultural model. The findings show that requirements for physical strength increase with women’s representation in professional occupations because physical strength skills co-occur with substantially higher requirements for feminine skills that involve helping and caring for others. These results indicate that the sociocultural model, and more generally explanations for how gender norms drive occupational sex segregation, can be improved by examining patterns of gender-typed skill co-occurrence. (shrink)

In lieu of an abstract, here is a brief excerpt of the content:On (Im)Patient MessianismMarx, Levinas, and DerridaChung-Hsiung Lai (bio)In the past few decades a group of well-known thinkers and rising-star scholars within the field of continental philosophy have come together to rethink what “the messianic” might mean. From Levinas’s reading of the Talmud and Franz Rosenzweig, and Derrida’s work on Marx and Levinas, to Agamben’s reading of Benjamin and Saint Paul, and Žižek’s work on Saint Paul and Derrida, (...) among others, it is now possible to detect what Arthur Bradley and Paul Fletcher call “a messianic turn” in continental thought. To contribute to this ongoing “messianism” dialogue, this chapter aims to examine what could be termed “(im) patient messianism,” as illustrated in the writings of Marx, Levinas, and Derrida. Although these three philosophers are of Jewish decent (and all of them inherited the concept of Jewish messianism), they develop different, and yet intersecting, messianisms in their philosophies. While Marx’s political philosophy demands an impatient messianism entailing an impending apocalypse intended to achieve social justice, Levinas’s ethical messianism requires absolute patience to pursue justice for the Other in infinity. Resorting to both Levinasian ethics and Marxist politics, Derrida’s spectral (im)patient messianism attempts to [End Page 59] demonstrate the possibility of moving from the ethical to the political without returning to the mire of either ontology or theology. Nevertheless, all three thinkers have problems associated with their messianic beliefs. Simplifying to the extreme, I define (im)patient messianism as the dynamic of a three-dimensional humanism that will be explained in the conclusion after the analysis of (im)patient messianism in the works of the three messianic thinkers.Jewish Messianism and the Messianic Now“What is the messianic? Where does it come from? And why speak of the messianic now? It is, on the face of it, difficult to imagine anything less contemporary — more untimely — than talk of Messiahs, redeemers, chosen people, last judgement.... Yet, paradoxically, it might be precisely this radical sense of untimeliness — of ever becoming ‘timely’ or happening ‘now’ — that represents the messianic’s greatest value of our time, to ‘now-time.’... In other words, the messianic now might actually be something that enables us to think, write and perhaps even judge our ‘now’ otherwise.”1The word Messiah is derived from the Hebrew mashah (“the anointed”) and refers to an eschatological redeemer, a savior, of a group of people. In Difficult Freedom, Levinas points out “messianism in the strong sense of the term has been compromised in the Jewish consciousness since Emancipation, ever since Jews participated in world history” (DF 96). In “Toward an Understanding of the Messianic Idea in Judaism,” Gershom Scholem also claims that “Judaism, in all its forms and manifestations, has always maintained a concept of redemption as an event which takes place publicly, on the stage of history and within the community.”2 Messianism appears “as a living force in the world of Judaism.”3 In truth, the idea of messianism originated in Judaism and is also used in the other Abrahamic religions, namely Christianity and Islam. According to Jewish eschatology, the Messiah is a king or High Priest, traditionally anointed with holy oil to be the ruler of God’s Kingdom. After a series of wars and disasters, [End Page 60] God will send the Messiah to redeem the Jewish people and the world, taking the Jews back to Israel and rebuilding Jerusalem. Specifically, this future Jewish Messiah is thought to be a human leader,4 physically descended from the paternal Davidic line through King David5 and King Solomon,6 who will usher in the Messianic Age of peace for Israel and all the nations of the world. At this time, enemies will become friends, the wicked will abandon evil and do good, so the wolf shall dwell with the lamb, and the child shall play with the beasts.7Since the Jews have suffered thousands of years of persecution and diaspora, the arrival of the Messiah has become an important concept in their eschatology and living tradition. The messianic is actually a matter of promise, advent, waiting, hope, and redemption. Hence, it... (shrink)

In lieu of an abstract, here is a brief excerpt of the content:On (Im)Patient MessianismMarx, Levinas, and DerridaChung-Hsiung Lai (bio)In the past few decades a group of well-known thinkers and rising-star scholars within the field of continental philosophy have come together to rethink what “the messianic” might mean. From Levinas’s reading of the Talmud and Franz Rosenzweig, and Derrida’s work on Marx and Levinas, to Agamben’s reading of Benjamin and Saint Paul, and Žižek’s work on Saint Paul and Derrida, (...) among others, it is now possible to detect what Arthur Bradley and Paul Fletcher call “a messianic turn” in continental thought. To contribute to this ongoing “messianism” dialogue, this chapter aims to examine what could be termed “(im) patient messianism,” as illustrated in the writings of Marx, Levinas, and Derrida. Although these three philosophers are of Jewish decent (and all of them inherited the concept of Jewish messianism), they develop different, and yet intersecting, messianisms in their philosophies. While Marx’s political philosophy demands an impatient messianism entailing an impending apocalypse intended to achieve social justice, Levinas’s ethical messianism requires absolute patience to pursue justice for the Other in infinity. Resorting to both Levinasian ethics and Marxist politics, Derrida’s spectral (im)patient messianism attempts to [End Page 59] demonstrate the possibility of moving from the ethical to the political without returning to the mire of either ontology or theology. Nevertheless, all three thinkers have problems associated with their messianic beliefs. Simplifying to the extreme, I define (im)patient messianism as the dynamic of a three-dimensional humanism that will be explained in the conclusion after the analysis of (im)patient messianism in the works of the three messianic thinkers.Jewish Messianism and the Messianic Now“What is the messianic? Where does it come from? And why speak of the messianic now? It is, on the face of it, difficult to imagine anything less contemporary — more untimely — than talk of Messiahs, redeemers, chosen people, last judgement.... Yet, paradoxically, it might be precisely this radical sense of untimeliness — of ever becoming ‘timely’ or happening ‘now’ — that represents the messianic’s greatest value of our time, to ‘now-time.’... In other words, the messianic now might actually be something that enables us to think, write and perhaps even judge our ‘now’ otherwise.”1The word Messiah is derived from the Hebrew mashah (“the anointed”) and refers to an eschatological redeemer, a savior, of a group of people. In Difficult Freedom, Levinas points out “messianism in the strong sense of the term has been compromised in the Jewish consciousness since Emancipation, ever since Jews participated in world history” (DF 96). In “Toward an Understanding of the Messianic Idea in Judaism,” Gershom Scholem also claims that “Judaism, in all its forms and manifestations, has always maintained a concept of redemption as an event which takes place publicly, on the stage of history and within the community.”2 Messianism appears “as a living force in the world of Judaism.”3 In truth, the idea of messianism originated in Judaism and is also used in the other Abrahamic religions, namely Christianity and Islam. According to Jewish eschatology, the Messiah is a king or High Priest, traditionally anointed with holy oil to be the ruler of God’s Kingdom. After a series of wars and disasters, [End Page 60] God will send the Messiah to redeem the Jewish people and the world, taking the Jews back to Israel and rebuilding Jerusalem. Specifically, this future Jewish Messiah is thought to be a human leader,4 physically descended from the paternal Davidic line through King David5 and King Solomon,6 who will usher in the Messianic Age of peace for Israel and all the nations of the world. At this time, enemies will become friends, the wicked will abandon evil and do good, so the wolf shall dwell with the lamb, and the child shall play with the beasts.7Since the Jews have suffered thousands of years of persecution and diaspora, the arrival of the Messiah has become an important concept in their eschatology and living tradition. The messianic is actually a matter of promise, advent, waiting, hope, and redemption. Hence, it... (shrink)

This study investigates the psychological process of how authentic leadership affects employee voice behaviors. The theoretical model of this study proposes that employee positive mood and leader–member exchange (LMX) quality mediate the relationship between authentic leadership and voice behavior, while the procedural justice climate moderates the mediation effects of positive mood and LMX quality. Multi-level data from 70 workgroups of a real estate agent company in Taiwan support all hypotheses. This study reveals the cross-level effects of authentic leadership, and provides (...) practical suggestions to help employees express their opinions in organizations. (shrink)

The sources of "knowledge," for Hsün-tzu, came from the realities in objective existence. He took the impressions of these objectively existent realities as his basis of knowledge.

If the uncanny is something one cannot quite come to terms with in the first place, can the uncanny really be represented? There is clearly in the act itselfsomething quite against the grain of referentiality. What in other words is the point of saying that which cannot very well be said in explicit terms? And how do we account for an increase in modern times of efforts to perform what at first look seems infeasible? It also remains to be seen (...) how the Chinese uncanny is represented with the help of a seemingly inane rhetorical tour de force in which the uncanny is confirmed as being historically true despite everything else in the story that points in the opposite direction. (shrink)

ABSTRACTDespite interest in exercise as a treatment for anxiety disorders the mechanism behind the anxiolytic effects of exercise is unclear. Two observations motivate the present work. First, engagement of attention control during increased working memory load can decrease anxiety. Second, exercise can improve attention control. Therefore, exercise could boost the anxiolytic effects of increased WM load via its strengthening of attention control. Anxiety was induced by threat of shock and was quantified with anxiety-potentiated startle. Thirty-five healthy volunteers participated in two (...) types of activity, exercise and control-activity. After each activity, participants completed a WM task at low- and high-load during safe and threat. Results were not consistent with the hypothesis: exercise vs. control-activity increased APS in high-load. However, this incre... (shrink)

This paper provides a procedure which, from any Boolean system of sentences, outputs another Boolean system called the ‘_m_-cycle unwinding’ of the original Boolean system for any positive integer _m_. We prove that for all \(m>1\), this procedure eliminates the direct self-reference in that the _m_-cycle unwinding of any Boolean system must be indirectly self-referential. More importantly, this procedure can preserve the primary periods of Boolean paradoxes: whenever _m_ is relatively prime to all primary periods of a Boolean paradox, this (...) paradox and its _m_-cycle unwinding have the same primary periods. In this way, we can produce an indirectly self-referential Boolean paradox with the same periodic characteristics as a known Boolean paradox. (shrink)