In 2004, the United States Sentencing Commission amended the Federal Sentencing Guidelines to allow firms that create “effective compliance and ethics programs” to receive better treatment if prosecuted for fraud. Effective compliance and ethics, however, appear to be limited to activities focused on complying with the firms’ internal legal and ethical standards. We explored a potential connection between the firms’ external corporate social responsibility (CSR) behaviors and internal compliance: Is there an organizationally valid relationship between these two firm activities? That (...) is, when organizations demonstrate CSR with behaviors external to the firm, such as employee volunteerism, are their employees more likely to demonstrate uncompromised legal and ethical compliance behavior internally? We collected data from 164 working professionals enrolled in a top-tier MBA program in the southeastern United States regarding their employer-sponsored volunteer activities and their intentions to comply in various organizational compliance vignettes. We found that employer-sponsored volunteerism is associated with uncompromised compliance choices in one of the three vignettes. This finding indicates preliminary support for further inquiry into the relationship within the firm between external CSR behaviors and policies regarding organizational compliance. Post hoc analyses suggest that employer-sponsored volunteerism is strongly associated with a positive organizational identity, but organizational identity is not associated with the significant compliance vignette. This evidence suggests that the underlying mechanism that connects external CSR behaviors and internal compliance intentions is complex and requires future study. (shrink)
NOTES: Based on the book Socrates on trial written by Andrew Irvine and published by the University of Toronto Press. Performed at the Chan Centre for the Performing Arts, University of British Columbia, Vancouver, Canada, May 31-June 7, 2008. CONTENTS: Trailer, Who was Socrates?, Selected scenes, The production, Credits. UBC Library Catalogue Permanent URL: http://resolve.library.ubc.ca/cgi-bin/catsearch?bid=3956307.
he most worrisome skeptical doubt Descartes raises in the first of his Meditations is the hypothesis of an evil deceiver. While it might seem plainly certain and indubitable that he is “sitting by the fire, wearing a winter cloak, holding this paper” in his hands, and so on, it is possible that all these—fire, cloak, paper, even hands—are illusions. “I will suppose, then, not that there is a supremely good God, the source of truth; but that there is an evil (...) spirit, who is supremely powerful and intelligent, and does his utmost to deceive me. I will suppose that sky, air, earth, colors, shapes, sounds and all external objects are mere delusive dreams, by means of which he lays snares for my credulity.”. (shrink)
Joan Scott's poststructuralist critique of experience demonstrates the dangers of empiricist narratives of experience but leaves feminists without a meaningful way to engage nonempiricist, experience-oriented texts, texts that constitute many women's primary means of taking control over their own representation. Using Chandra Mohanty's analysis of the role of writing in Third World feminisms, I articulate a concept of experience that incorporates poststructuralist insights while enabling a more responsible reading of Third World women's narratives.
In this paper, I take up the question to what extent and in which sense we can conceive of Johannes Baptista Van Helmont’s (1579-1644) style of experimenting as “modern”. Connected to this question, I shall reflect upon what Van Helmont’s precise contribution to experimental practice was. I will argue - after analysing some of Van Helmont's experiments such as his tree-experiment, ice-experiment, and thermoscope experiment - that Van Helmont had a strong preference to locate experimental designs in places wherein variables (...) can be more easily controlled (and in the limit, in relatively closed physical systems such as paradigmatically the vessel, globe or sphere (vas, globus, sphera)). After having reviewed some alternative candidates, I shall argue that Van Helmont’s usage of relatively isolated physical systems and a moderate degree of quantification, whereby mathematical procedures mainly refer to guaranteeing that quantities are conserved by roughly determining them, are the characteristics that best captures his contributions to “modern” experimentation. (shrink)
Sex and sensibility: The role of social selection Content Type Journal Article DOI 10.1007/s11016-010-9464-6 Authors Erika L. Milam, Department of History, University of Maryland, 2115 Francis Scott Key Hall, College Park, MD 20742, USA Roberta L. Millstein, Department of Philosophy, University of California, Davis, One Shields Avenue, Davis, CA 95616, USA Angela Potochnik, Department of Philosophy, University of Cincinnati, P.O. Box 210374, Cincinnati, OH 45221, USA Joan E. Roughgarden, Department of Biology, Stanford University, Stanford, CA 94305-5020, USA Journal Metascience (...) Online ISSN 1467-9981 Print ISSN 0815-0796. (shrink)
This paper begins by examining Erich Fromm’s “Manifesto and Program” written for the Socialist Party in 1959 or 1960, and addresses a simple question: Why would Fromm speak of something so apparently arcane as “prophetic messianism,” in his socialist program? When he insists that we have forgotten thatsocialism is “rooted in the spiritual tradition which came to us from prophetic messianism, the gospels, humanism, and from the enlightenment philosophers,” is this simply a literary flourish, a concession to liberalism, or religious (...) sentimentality? Part I, written by Nick Braune, answers the question by examining Fromm’ssocialist organizing commitments in the context of the late 1950s. Part II, written by Joan Braune, offers further defense of the term “prophetic messianism,” distinguishes two types of messianism, and suggests that Fromm may be attempting to address a problem in the Frankfurt School. (shrink)
Although modern societies have come to recognize diversity in human sexuality as simply part of nature, many Christian communities and thinkers still have considerable difficulties with related developments in politics, legislation, and science. In fact, homosexuality is a recurrent topic in the transdisciplinary encounter between Christianity and the sciences, an encounter that is otherwise rather “asexual.” I propose that the recent emergence of “Christianity and Science” as an academic field in its own right is an important part of the larger (...) context of the difficulties related to attempts to reconcile Christianity and a recognition of diversity in human sexuality as a norm. Through a critical discussion of arguments which are upheld most disturbingly on a global scale by the Roman Catholic Church and supported with much sophistry by important stakeholders of an influential stream in analytic philosophy of religion, this paper aims to contextualize and defend the legitimacy of the question why God would create homosexuals as such if it is true that every homosexual act is prohibited by God. While recently advanced nonheterosexist scientific models of sexuality in nature inform the discussion, I reject the simplistic view that religions suppress and the sciences liberate in matters sexual. (shrink)
What is the number one? How do we know that 2+2=4? These apparently simple questions are in fact notoriously difficult to answer, and in one form or other have occupied philosophers from ancient times to the present. Gottlob Frege's conviction that the truths of arithmetic, and mathematics more generally, are derived from self-evident logical truths formed the basis of a systematic project which revolutionized logic, and founded modern analytic philosophy. In this accessible and stimulating introduction, Joan Weiner traces the (...) development of Frege's thought from his invention of a powerful new logical language in Begriffsschrift, through his explication of his project in the Foundations of Arithmetic and famous papers such as 'On Sense and Reference', to the brilliant, but ultimately doomed, presentation of the system in Basic Laws of Arithmetic. At each stage, she discusses Frege's motivations in a way which enables the modern reader to appreciate the originality, clarity, and profundity of his thought. Past Masters is a series of concise, lucid, authoritative introducitons to the thought of leading intellectual figures of the past whose ideas still influence the way we think today. (shrink)
Aquest llibre recull els textos de les reflexions que van tenir lloc en l'encont re internacional SCAN (festival de fotografia), a Internet del 29 de febrer al 1 7 d'abril de 2008, i al Teatre Metropol, el dia 17 d'abril de 2008. Tres teòrics de la imatge de reconegut prestigi internacional -Christian Caujolle, Joan Font cuberta i Radu Stern- van debatre virtualment a internet i posteriorment de form a presencial a Tarragona sobre el paper de la imatge al nostre (...) temps. (shrink)
In this book Lesley Jacobs challenges the view, now prevalent in North America and Western Europe, that the primary function of a nation's social policy should be to provide support only for the poorest people instead of social services accessible to all its citizens. -/- In an interesting and distinctive argument he develops and defends the idea that access to basic rights such as education, health care, adequate housing, and income support can provide a solid moral foundation for redistributive (...) state welfare programmes, maintaining that any nation which purports to take rights to basic liberties seriously must also be fully committed to the principles of the welfare state. Dr Jacob's thesis addresses a pressing political and philosophical problem at the heart of the policies and structure of the modern state. (shrink)
When I say ‘Hesperus is Phosphorus’, I seem to express a proposition. And when I say ‘Joan believes that Hesperus is Phosphorus’, I seem to ascribe to Joan an attitude to the same proposition. But what are propositions? And what is involved in ascribing propositional attitudes?
Whistleblowing, its antecedents, and its aftermath are complex and varied phenomena. Motivational factors in the perception of alleged misconduct and in the response to such allegations by the accused and the institution are examined. Understanding the psychological processes that underlie some of the surprising behavior surrounding whistleblowing will enable those who perceive wrongdoing, as well as the professional societies and work organizations which voice their concern, to better respond to apparent wrongdoing, while preserving the reputation and mental health of all (...) parties to such cases. (shrink)
Three clusters of philosophically significant issues arise from Frege's discussions of definitions. First, Frege criticizes the definitions of mathematicians of his day, especially those of Weierstrass and Hilbert. Second, central to Frege's philosophical discussion and technical execution of logicism is the so-called Hume's Principle, considered in The Foundations of Arithmetic . Some varieties of neo-Fregean logicism are based on taking this principle as a contextual definition of the operator 'the number of …', and criticisms of such neo-Fregean programs sometimes appeal (...) to Frege's objections to contextual definitions in later writings. Finally, a critical question about the definitions on which Frege's proofs of the laws of arithmetic depend is whether the logical structures of the definientia reflect our pre-Fregean understanding of arithmetical terms. It seems that unless they do, it is unclear how Frege's proofs demonstrate the analyticity of the arithmetic in use before logicism. Yet, especially in late writings, Frege characterizes the definitions as arbitrary stipulations of the senses or references of expressions unrelated to pre-definitional understanding. One or more of these topics may be studied in a survey course in the philosophy of mathematics or a course on Frege's philosophy. The latter two topics are obviously central in a seminar in the philosophy of mathematics in general or more specialized seminars on logicism, or on mathematical definitions and concept formation. Author Recommends: 1. Kant, Immanuel. Critique of Pure Reason . Trans. P. Guyer and A. Wood. Cambridge: Cambridge University Press, 1999 [1781, 1787], A7-10/B11-14, A151/B190. In the first Critique , Kant appears to give four distinct accounts of analytic judgments. The initial famous account explains analyticity in terms of the predicate-concept belonging to the subject-concept (A6–7/B11). In this passage, we also find an account of establishing analytic judgments on the basis of conceptual containments and the principle of non-contradiction. (The other accounts are in terms of 'identity' (A7/B1l), in terms of the explicative–ampliative contrast (A7/B11), and by reference to the notion of 'cognizability in accordance with the principle of contradiction' (A151/B190).) 2. Frege, Gottlob. The Foundations of Arithmetic . Trans. J. L. Austin. 2nd ed. Evanston, IL: Northwestern University Press, 1980 , especially sections 1–4, 87–91. Frege here criticizes and reformulates Kant's account of analyticity. Central to Frege's account is the provability of an analytic statement on the basis of (Frege's) logic and definitions that express analyses of (mathematical, especially arithmetical) concepts. 3. Frege, Gottlob. Review of E. G. Husserl. 'Philosophie der Arithmetik I ,' in Frege, Collected Papers . Ed. B. McGuinness. Trans. M. Black et al. Oxford: Blackwell, 1984. 195–209. In this review, Frege responds to Husserl's charge that Frege's definitions fail to capture our intuitive pre-analytic arithmetical concepts by claiming that the adequacy of mathematical definitions is measured, not by their expressing the same senses, but merely by their having the same references, as pre-definitional vocabulary. It follows not only that Husserl's criticism is unfounded, but also that there can be alternative, equally legitimate, definitions of mathematical terms. 4. Frege, 'Logic in Mathematics,' in Frege, Posthumous Writings . Trans. P. Long and R. White. Oxford: Blackwell, 1979 . 203–50. These are a set of lecture notes including, among other things, an account of proper definitions as mere abbreviation of complex signs by simple ones, in contrast to definitions which purport to express the analyses of existing concepts. Frege here claims that if there is any doubt whether a definition purporting to express an analysis succeeds in capturing the senses of the pre-definitional expressions, then the definition fails as an analysis, and should be regarded as the introduction of an entirely new expression abbreviating the definiens . 5. Picardi, Eva. 'Frege on Definition and Logical Proof,' Temi e Prospettive della Logica e della Filosofia della Scienza Contemporanee . i vol. Eds. C. Cellucci and G. Sambin. Bologna: Cooperativa Libraria Universitaria Editrice Bologna, 1988. 227–30. Picardi sets out forcefully the view that unless Frege's definitions capture the meanings of existing arithmetical terms, his logicism cannot have the epistemological significance he takes it to have. 6. Dummett, Michael. 'Frege and the Paradox of Analysis,' in Dummett, Frege and other Philosophers . Oxford: Oxford University Press, 1991. 17–52. Dummett agrees with Picardi's view and analyzes the philosophical pressures that led Frege to the account of definition in 'Logic in Mathematics.' Especially significant is Dummett's claim of the centrality of the transparency of sense – that if one grasps the senses of any two expressions, one must know whether they have the same sense – in Frege's account. 7. Benacerraf, Paul. 'Frege: The Last Logicist,' Midwest Studies in Philosophy . vol. 6. Eds. P. French, T. Uehling, and H. Wettstein. Minneapolis: University of Minnesota Press, 1981. 17–35. Frege's aims, on Benacerraf's reading, are primarily mathematical. Frege was interested in traditional philosophical issues such as the analyticity of arithmetic only to the extent that they can be exploited for the mathematical goal of proving previously unproven arithmetical statements. Hence, Frege never had any serious interest in or need for showing that his definitions of arithmetical terms reflect existing arithmetical conceptions. 8. Weiner, Joan. 'The Philosopher Behind the Last Logicist,' in Frege: Tradition and Influence . Ed. C. Wright. Oxford: Blackwell, 1984. 57–79. Weiner argues that on Frege's view, prior to his definitions of arithmetical terms the references of such expressions are in fact not known by those who use arithmetical vocabulary. Thus, in Foundations , Frege operated with a 'hidden agenda' (263) namely, replacing existing arithmetic with a new science based on stipulative definitions that assign new senses to key arithmetical terms. 9. Tappenden, Jamie. 'Extending Knowledge and 'Fruitful Concepts': Fregean Themes in the Foundations of Mathematics.' Noûs 29 (1995): 427–67. Tappenden argues that Frege takes his crucial innovation over previous practices and accounts of mathematical concept formation to be the role of quantificational structure made possible by his logical discoveries. 10. Horty, John. Frege on Definitions: A Case Study of Semantic Content . Oxford: Oxford University Press, 2007. A useful interpretation of Frege's views of definition, together with suggestive extensions for resolving the issues framing Frege's views. 11. Shieh, Sanford. 'Frege on Definitions,' Philosophy Compass 3/5 (2008): 992–1012. A more detailed account of Frege's views on definition and the philosophical issues they raise, surveying and discussing critically the main substantive and interpretive issues. Online Materials On Frege http://plato.stanford.edu/entries/frege/ On the Paradox of Analysis http://plato.stanford.edu/entries/analysis/ Sample Syllabus The following is a 3-week module that can be incorporated into fairly focused historically oriented graduate-level seminars on logicism or on the paradox of analysis. It is also possible to compress the material into 2 weeks in an undergraduate or graduate class Frege's thought in general. Week I: Background, Kant on Analyticity; Definition in Foundations , Review of Husserl, and 'Logic in Mathematics' Readings Kant, Immanuel. Critique of Pure Reason , A7–10/B11–14. Frege, Gottlob. The Foundations of Arithmetic , sections 1–4, 87–91. Frege, Gottlob. Review of E. G. Husserl, Philosophie der Arithmetik I. Frege, Gottlob. 'Logic in Mathematics.' Optional Proops, Ian. 'Kant's Conception of Analytic Judgment,' Philosophy and Phenomenological Research LXX, 3 (2005): 588–612. Week II: The Supposed Paradox of Analysis, Picardi and Dummett; Bypassing Traditional Epistemological Issues About Mathematics, Benacerraf Readings Picardi, Eva. 'Frege on Definition and Logical Proof.' Dummett, Michael. 'Frege and the Paradox of Analysis.' Benacerraf, Paul. 'Frege: The Last Logicist.' Optional Tappenden, Jamie. 'Extending Knowledge and 'Fruitful Concepts': Fregean Themes in the Foundations of Mathematics.' Week III: Weiner's Hidden Agenda Interpretation Readings Weiner, Joan. 'The Philosopher Behind the Last Logicist.' Optional Weiner, Joan. Frege in Perspective . Ithaca, NY: Cornell University Press, 1990. Focus Questions 1. To what extent is Frege's account of analyticity in Foundations a rejection, and to what extent an updating, of Kant's view of analyticity? 2. According to Picardi it 'would be incomprehensible' how Frege's proofs tells us anything about the arithmetic we already have unless his 'definitions [are] somehow responsible to the meaning of [arithmetical] sentences as these are understood' (228). Why does she hold this? Why does Dummett agree with her? Do you think Frege's logicism needs to address this worry? 3. What are the major differences and continuities in Frege's discussions of definition in mathematics in Foundations , the review of Husserl and 'Logic in Mathematics'? 4. Frege writes that definitions must prove their worth by being fruitful. He also says that nothing can be proven using a proper definition that cannot be proven without it. Are these claims consistent? Why or why not? 5. Weiner held that in Foundations Frege had 'hidden agenda.' What, according to her, is this agenda? How does this fit with Frege's later views of definition? 6. What are Frege's main complaints about Weierstrass's definitions in 'Logic in Mathematics'? Are these criticisms consistent with Frege's account of 'definition proper' in the same text? Seminar/Project Ideas What, if anything, is the relation between Frege's critique of Hilbert's use of definitions and Frege's later views of definitions? (shrink)
: Are social movements responsible for their unfinished agendas? Feminist successes in opening the professions to women paved the way for the emergence of the upper middle-class two-career household. These households sometimes hire domestic servants to accomplish their child care work. If, as I shall argue, this practice is unjust and furthers social inequality, then it poses a moral problem for any feminist commitment to social justice.
For thousands of years, people have used nature to justify their political, moral, and social judgments. Such appeals to the moral authority of nature are still very much with us today, as heated debates over genetically modified organisms and human cloning testify. The Moral Authority of Nature offers a wide-ranging account of how people have used nature to think about what counts as good, beautiful, just, or valuable. The eighteen essays cover a diverse array of topics, including the connection of (...) cosmic and human orders in ancient Greece, medieval notions of sexual disorder, early modern contexts for categorizing individuals and judging acts as "against nature," race and the origin of humans, ecological economics, and radical feminism. The essays also range widely in time and place, from archaic Greece to early twentieth-century China, medieval Europe to contemporary America. Scholars from a wide variety of fields will welcome The Moral Authority of Nature , which provides the first sustained historical survey of its topic. Contributors: Danielle Allen, Joan Cadden, Lorraine Daston, Fa-ti Fan, Eckhardt Fuchs, Valentin Groebner, Abigail J. Lustig, Gregg Mitman, Michelle Murphy, Katharine Park, Matt Price, Robert N. Proctor, Helmut Puff, Robert J. Richards, Londa Schiebinger, Laura Slatkin, Julia Adeney Thomas, Fernando Vidal. (shrink)
In this article I intend to show that the inference problem, one of the main objections raised against the anti-Humean theory of natural laws defended by Dretske, Tooley and Armstrong ("DTA theory" for short), can be successfully answered. First, I argue that a proper solution should meet two essential requirements that the proposals made by the DTA theorists do not satisfy. Then I state a solution to the inference problem that assumes a local immanentistic view of universals, a partial definition (...) of the nomic necessitation relation as a relation of existential dependence, and a principle constraining multiple occupancy. I also argue that my solution meets the two requirements. Finally, I deal with non-standard laws such as exclusion laws, causal laws and laws involving spatiotemporal parameters. (shrink)
Community ecology entered the 1970s with the belief that niche theory would supply a general theory of community structure. The lack of wide-spread empirical support for niche theory led to a focus on models specific to classes of communities such as lakes, intertidal communities, and forests. Today, the needs of conservation biology for metrics of “ecological health” that can be applied across types of communities prompts a renewed interest in the possibility of general theory for community ecology. Disputes about the (...) existence of general patterns in community structure trace at least to the 1920s and continue today almost unchanged in concept, although now expressed through mathematical modeling. Yet, a new framework emerged in the 1980s from findings that community composition and structure depend as much on the processes that bring species to the boundaries of a community as by processes internal to a community, such as species interactions and co-evolution. This perspective, termed “supply-side ecology”, argued that community ecology was to be viewed as an “organic earth science” more than as a biological science. The absence of a general theory of the earth would then imply a corresponding absence of any general theory for the communities on the earth, and imply that the logical structure of theoretical community ecology would consist of an atlas of models special to place and geologic time. Nonetheless, a general theory of community ecology is possible similar in form to the general theory for evolution if the processes that bring species to the boundary of a community are analogized to mutation, and the processes that act on the species that arrive at a community are analogized to selection. All communities then share some version of this common narrative, permitting general theorems to be developed pertaining to all ecological communities. Still, the desirability of a general theory of community ecology is debatable because the existence of a general theory suppresses diversity of thought even as it allows generalizations to be derived. The pros and cons of a general theory need further discussion. (shrink)
I will consider Armstrong's problems in trying to account for structural universals, i.e., a kind of complex universal whose instantiation by particulars involves different parts of those particulars instantiating several basic properties and relations, such as the property of being a molecule of methane. I present and criticise Armstrong's most recent attempt to explain structural properties by means of the identification of universals with types of states of affairs and I state my own solution to the problem by appealing to (...) formal relations holding between particulars. (shrink)
Standard accounts on the nature of the firm are highly dependent on explanations by Coase, coupled with inputs from agency theory and shareholder theory. This paper carries out their critique in light of personalist and common good postulates. It shows how personalist and common good principles create a framework that not only accommodates business ethics better but also affords a more compelling understanding of business as a whole.
Why do sociological theorists remain uninterested in and resistant to feminist theory? Notwithstanding indications of increasing openness to feminist theory, journals and texts on sociological theory reflect a continuing pattern of neglect. I identify reasons for this pattern, including tensions resulting from the introduction of gender as a central analytical category: Not only does gender challenge the dichotomous categories that define sociology's boundaries and identity, it also displaces the discipline's central problematic of modernity. The significance of this displacement is apparent (...) when the discipline's responses to feminist and postmodernist theory are compared. I discuss the relevance of feminist theoretical work to contemporary issues in sociological theory, with specific attention to the synthetic nature of feminist theorizing, to work on rethinking power, resistance, and oppression, and to efforts to effect a conceptual shift from "either/or" to "both/and" thinking and to establish new grounds for assessing knowledge claims. (shrink)
There is an apparent tension between the open-ended aspect of the ordinal sequence and the assumption that the set-theoretical universe is fully determinate. This tension is already present in Cantor, who stressed the incompletable character of the transfinite number sequence in Grundlagen and avowed the definiteness of the totality of sets and numbers in subsequent philosophical publications and in correspondence. The tension is particularly discernible in his late distinction between sets and inconsistent multiplicities. I discuss Cantor’s contrasting views, and I (...) conclude that his account of that distinction is only tenable if the definiteness of the set-theoretical universe is rejected. Partially supported by the Spanish CICYT, grant MTM 2008–03389. Earlier versions of this paper were presented at the VIII International Ontology Congress in San Sebastian, and at the Seminar in Logic and the Philosophy of Mathematics of the University of Bristol. I wish to thank the participants for their comments. I am also grateful to Joan Bertran, Joan Climent, and one anonymous referee for their careful reading of the paper and their helpful remarks and suggestions. CiteULike Connotea Del.icio.us What's this? (shrink)