In lieu of an abstract, here is a brief excerpt of the content:Journal of the History of Ideas 62.2 (2001) 193-210 [Access article in PDF] Zeno Against Mathematical Physics Trish Glazebrook Galileo wrote in The Assayer that the universe "is written in the language of mathematics," and therein both established and articulated a foundational belief for the modern physicist. 1 That physical reality can be interpreted mathematically is an assumption so fundamental to modern physics that chaos and super-strings are (...) examples of physical theories developed on the basis of success in mathematics. The mathematics came first, then the physical theory. Quantum theory is an awkward and similar case in point. Despite the fact that there is much agreement among physicists about the mathematical theory, its physical interpretation remains a matter of controversy. There are several interpretations, all of which challenge our everyday assumptions about reality. This led Bohr in 1935 to call for "a radical revision of our attitude towards the problem of physical reality." 2 Arthur Fine, originally a staunch defender of realist interpretations of quantum theory, saw the success of Bohr's Copenhagen interpretation as the end of Einsteinian realism, and subsequently Fine declared that "realism is well and truly dead." 3 Mathematical operators simply do not correspond with real entities in any conceivable way.Ilkka Niiniluoto has argued convincingly, however, that realism is alive and well in quantum theory. 4 The problem is that Bohr is right: quantum theory can be considered to concern the real only upon radical revision of ordinary conceptions of reality. Quantum theory does not describe the real in any meaningful sense of "the real." Rather, it is mathematical projection: ideal rather than real. [End Page 193]Aristotle did not hold that the physicist deciphers nature mathematically. He distinguished the physicist from the mathematician at Physics 2.2 by analogy to the definitions of "snub nose" and "curved." 5 The definition of "snub nose" requires the mention of a nose, that is, of matter which is inseparable from motion, whereas "curved" and other mathematical concepts like " 'odd' and 'even', 'straight'... 'number,' 'line,' and 'figure,' " which are separable from matter and from motion, are investigated by the mathematician. 6 Aristotle claims that physics is different from mathematics because the mathematician investigates physical lines, but not qua physical, and the physicist investigates mathematical lines "but qua physical, not qua mathematical." 7A peculiar consequence of my argument is that it establishes a common principle between two thinkers whose beliefs are otherwise so fundamentally in opposition. Zeno's paradoxes are commonly read as a denial of motion. For Aristotle, that move is axiomatic to the physicist. At 185a15 he considers arguments against this assumption outside the realm of objections to which the physicist must reply. If I am right that Zeno's paradoxes of motion challenge the very notion of mathematical physics, then he and Aristotle agree, contra Galileo, that the universe is not written in the language of mathematics. They simply come to this point from opposite directions, Zeno from an Eleatic thesis that physical reality is illusion, Aristotle from the natural scientist's pragmatic commitment to a truth about nature.I intend to use Zeno's paradoxes of motion to argue that the application of mathematical concepts to the physical world results in paradox. Zeno's arguments are limited within mathematics to geometry. This paper is accordingly a beginning from which I hope more work can be done later. Furthermore, Zeno's paradoxes are standardly read as directed against anyone who disagrees with Parmenides' thesis that there is but one thing which is motionless and indivisible. The paradoxes achieve this end by means of a reductio against the possibility of dividing space and time. That there are four paradoxes is accordingly explicable by the fact that there are four possibilities for the divisibility of space and time. The Achilles argues against the possibility that space and time are both infinitely divisible; the Dichotomy, against the infinite divisibility of space and finite divisibility of time; the Arrow, against the infinite divisibility of time and the finite divisibility of space; and finally, the Stadium shows that time and space cannot both... (shrink)

Hendrik Lorenz presents a comprehensive study of Plato's and Aristotle's conceptions of non-rational desire. They see this as something that humans share with animals, and which aims primarily at the pleasures of food, drink, and sex. Lorenz explores the cognitive resources that both philosophers make available for the explanation of such desires, and what they take rationality to add to the motivational structure of human beings. In doing so, he finds conceptions of the mind that are coherent and (...) deeply integrated with both philosophers' views about such topics as the relation between body and soul, or the nature of the virtues. (shrink)

This paper describes Heidegger as a robust scientific realist, explains why his view has received such conflicting treatment, and concludes that the special significance of his position lies in his insistence upon linking the discussion of science to the question of its relation with technology. It shows that Heidegger, rather than accepting the usual forced option between realism and antirealism, advocates a realism in which he embeds the antirealist thesis that the idea of reality independent of human understanding is unintelligible. (...) This reading is defended against Rorty's antirealist interpretation, as well as Dreyfus' depiction of him as a deflationary realist, and his assessment of background realism is contrasted with Fine's. Further, the robustness of Heidegger's realism is laid out across several texts from 1912 to 1976, in order to show that he is neither an instrumental realist nor an internal realist. Finally, the point is made that the development of his view concerning realism gives rise to a critique of objectivity that is now being similarly advocated by numerous thinkers from a variety of disciplines, and that this critique is inevitably ethical and political. (shrink)

Institutions - the structures, practices, and meanings that define what people and organizations think, do, and aspire to - are created through process. They are 'work in progress' that involves continual efforts to maintain, modify, or disturb them. Institutional logics are also in motion, holding varying degrees of dominance that change over time. This volume brings together two streams of thought within organization theory - institutional theory and process perspective - to advocate for stronger process ontology that highlights institutions as (...) emergent, generative, political, and social. A stronger process view allows us to challenge our understanding of central concepts within institutional theory, such as 'loose coupling', 'institutional work', the work of institutional logics on the ground, and institutionalization between diffusion and translation. Enriched with an emphasis on practice and widened by taking a broad view of institutions, this volume draws on the Ninth International Symposium on Process Organization Studies to offer key insights that will inform our thinking of institutions as processes. (shrink)

"Dialogisches Handeln" ist eine Sammlung von philosophischen BeitrAgen zum dialogischen Konstruktivismus im Sinne von Kuno Lorenz, der Philosophie als eine Kommunikation mit Selbstreflexion versteht. Dabei umfaAt der Dialog in diesem Buch verschiedene Disziplinen der Philosophie - von der Anthropologie A1/4ber die Grundlagen von Logik und Sprachphilosophie bis hin zur Wissenschafts- und Erkenntnistheorie. Die Reflexion auf die kommunikativen Grundlagen wissenschaftlichen Austauschs schlieAt dabei Denkperspektiven verschiedener Wissenschaften - von der Psychologie bis zu Physik und Chemie - ebenso ein wie die philosophischen (...) Disziplinen. (shrink)

In the Canadian health care system, the Government is responsible for allocating scarce resources in a fair and equitable manner. A proposal to implement managed care as a method of reimbursing physicians in Alberta, Canada, needs careful ethical consideration, because physicians are not well prepared, and should not be asked, to make the resulting difficult allocation decisions. The Government must continue to be held responsible for ensuring that all citizens have equal access to necessary medical services, and we must find (...) ways to encourage the public to become more involved in deciding how resources are best allocated. Health professionals other than physicians must take an interest and enter into this debate. (shrink)

This paper argues that there is ethical and practical necessity for including women's needs, perspectives, and expertise in international climate change negotiations. I show that climate change contributes to women's hardships because of the conjunction of the feminization of poverty and environmental degradation caused by climate change. I then provide data I collected in Ghana to demonstrate effects of extreme weather events on women subsistence farmers and argue that women have knowledge to contribute to adaptation efforts. The final section surveys (...) the international climate debate, assesses explanations for its gender blindness, and summarizes the progress on gender that was made at Copenhagen and Cancun in order to document and provoke movement toward climate justice for women. (shrink)

This paper studies John Buridan's octagons of opposition for the de re modal propositions and the propositions of unusual construction. Both Buridan himself and the secondary literature have emphasized the strong similarities between these two octagons (as well as a third one, for propositions with oblique terms). In this paper, I argue that the interconnection between both octagons is more subtle than has previously been thought: if we move beyond the Aristotelian relations, and also take Boolean considerations into account, then (...) the strong analogy between Buridan's octagons starts to break down. These differences in Boolean structure can already be discerned within the octagons themselves; on a more abstract level, they lead to these two octagons having different degrees of Boolean complexity (i.e. Boolean closures of different sizes). These results are obtained by means of bitstring analysis, which is one of the key tools from contemporary logical geometry. Finally, I argue that this historical investigation is directly relevant for the theoretical framework of logical geometry, and discuss how it helps us to address certain open questions in this framework. (shrink)

In lieu of an abstract, here is a brief excerpt of the content:Ethics & the Environment 7.2 (2002) 12-26 [Access article in PDF] Karen Warren's Ecofeminism Trish Glazebrook Karen Warren's Ecofeminism Ecofeminism has conceptual beginnings in the French tradition of feminist theory. In 1952, Simone de Beauvoir pointed out that in the logic of patriarchy, both women and nature appear as other (de Beauvoir 1952, 114). In 1974, Luce Irigaray diagnosed philosophically a phallic logic of the Same that precludes (...) representation of woman's alterity, so that it subjects women to man's domination (Irigaray 1974). In the same year, Françoise d'Eaubonne coined the term, "l'eco-féminisme," to point to the necessity for women to bring about ecological revolution, and used the slogan, "Feminism or death [Le féminisme ou la mort]" (d'Eaubonne 1974, 221), to argue that the phallic order is the source of a double threat to human being: overpopulation, and the depletion of resources. Exploitation of female reproductive power has caused an excess of births, and hence overpopulation; while an excess of production has exploited natural resources to the point of their destruction. Though "feminism or death" was a battle cry, it was also a warning that human being cannot survive patriarchy's ecological consequences.In North America, the alliance between feminism and ecology likewise began in 1974, when Sandra Marburg and Lisa Watson hosted a conference at Berkeley entitled "Women and the Environment." The following [End Page 12] year, Rosemary Radford Ruether pointed out that "Women must see that there can be no liberation for them and no solution to ecologi- cal crisis within a society whose fundamental model of relationships continues to be one of domination" (Ruether 1975, 204). She called for a unification of feminist and ecological interests in the vision of a society transformed from values of possession, conquest, and accumulation to reciprocity, harmony, and mutual interdependence. In 1991, Karen Warren edited an issue of Hypatia devoted entirely to ecofeminism, which was later expanded and republished under the title Ecological Feminist Philosophies. This anthology was ground-breaking, because in it Warren consolidated a collection of diverse voices, not into an ecofeminist platform as such, but into a vision of the lay of the land, as it were, with respect to ecofeminism.Although Warren has been writing as an ecofeminist since 1987, it was not until 2000 that she published a sustained treatment in her own voice: Ecofeminist Philosophy: A Western Perspective on What It Is and Why It Matters. This book is the culmination of her thinking for over a decade. Her perspective, very much in the spirit of d' Eaubonne and Ruether, is as political, social, and practical as it is philosophical, and constitutes a research program that extends beyond the walls of the Academy in its challenge to the social order. The book can be used to answer some of the criticisms that ecofeminism has received. I will use Warren's work to address in particular the validity of the foundational ecofeminist assumption that environmental issues are feminist issues; the charge against feminism in general that it reflects only the needs of white, middle-class, Western women; the claim, especially in reference to spirituality, that ecofeminism reinscribes gender essentialism; and the challenge ecofeminism offers to traditional philosophy, including how such an inclusivist movement can respond to the history of philosophy without simply reproducing its exclusionary politics. Feminism and Environmentalism Ecofeminists insist that feminism and environmentalism are inherently connected, but it is not always clear what the nature of that connection is. In general, ecofeminist work applies feminist analyses to environmental issues, so the claim is not so much that feminist worries are environmentally grounded, as that environmental issues warrant feminist analysis. Carolyn Merchant's (1980) analysis of the history of science, for example, [End Page 13] uncovers misogyny at the heart of the modern conquest of nature. Yet the ideology of Man's (sic) dominion over nature is not new with Bacon, and is evident in Christian teachings concerning the expulsion from the Garden of Eden at Genesis 3,17-24. Adam is sent from the garden with instructions to till the ground and... (shrink)

The purpose of this paper is to examine what heals and harms the client in the psychotherapeutic encounter, from the client's perspective. The experience of eight clients was explicated using a model based on Giorgi and Schweitzer. The counselling experienced as healing by clients has at its core a vibrantly warm and honest relationship where the client feels held in the safety of the good heart space of the counsellor. The counsellor is experienced as providing an intense beingness for the (...) client that embraces the client's suffering and provides solid ground created out of the crucible of the counsellor's own encounter with his or her shadow. The counsellor is emptied out of his/her own agenda and provides space for the client's experience. The counsellor can evoke the higher resources of the client. The counselling is experienced as renewing and reconnecting the clients to his/her sense of self, of other and the lifeworld. The counselling relationship experienced as harming is described as being drained of human presence and transforming power. There is no alive human connection. The counsellor is experienced as insubstantial, and has no ability to hold traumatic experience. The counsellor's cold reception to the client's vulnerabilities has the power to shatter, fragment and splinter the client. The counsellor is full of self. This fullness may be ego that manifests as dry intellectualising or playing manipulative games as a substitute for human presence. This may lead the client to terror, sickness and anxiety. The counsellor may be full of their own fears and are experienced by the client as chaotic, avoidant and overwhelmed. Their unavailability leads clients to experience emotional depletion, exhaustion and frustration. The counsellor's self-righteousness, judgement and critical disengagement are experienced by clients as being belittled, condemned and diminished. The therapeutic encounter results in a weakening of the human potential for recovery. Both client and counsellor emerge as lesser human beings, with weakened relationships to self, others and the world. Indo-Pacific Journal of Phenomenology , Volume 1, Edition 2 September 2001. (shrink)

In lieu of an abstract, here is a brief excerpt of the content:Ethics & the Environment 10.2 (2005) 75-99 [Access article in PDF] Gynocentric Eco-Logics Trish Glazebrook All of our teachings come from things in nature, they come from the growing cycle, and everything is tied to the earth.1Ludwig Fleck describes in his Genesis and Development of a Scientific Fact how the concept of syphilis is "a result of the development and confluence of several lines of collective thought" (Fleck (...) 1979, 23). Diagnosis and treatment of the disease required that its symptomatology undergo transformation from "an undifferentiated and confused mass of information about chronic diseases characterized by skin symptoms" (1979, 1) into the concept of a single disease. Identifying the Spirochaeta pallida bacterium and diagnosing syphilis by means of the Wasserman reaction was only possible when an unclearly related collection of symptoms could be experienced as belonging together in a unified phenomenology.Likewise, I wish to provide a diagnosis and etiology, and suggest a curative possibility for a disease of modernity I will call phallic logic. Symptomatic of this sickness are wide-spread social alienation, global domination and oppression on the basis of gender, race, class and color, and epidemic eco-destruction. A body of critique exists in ecofeminist analyses that experiences these symptoms as a single disease: the phallic logic of modernity. "Logic" in this context does not mean the formal discipline [End Page 75] in which rules for the proper manipulation of abstract statements are laid down. Rather, "logic" in the sense used here is an epistemological term. It means the ways that understanding is structured. Phallic logic is the structure of understanding that permeates patriarchy. This logic takes its paradigm from scientific objectivity, but even voices from within the sciences themselves are arguing that contemporary human being must establish new ways of thinking about nature.I propose that such new eco-logics, that is, ways of thinking about nature, take their guidance from the physical environment. If nature informs knowledge claims, then knowledge itself is construed organically: it is finite and changing rather than fixed and eternal. Such logics can encompass the finitude of physical embodiment as an epistemological principle, and hence I identify them as gynocentric. They are not grounded in the disembodied Cartesian subject that feminists have shown so often and clearly to be typical of androcentric philosophizing. These logics draw instead on the physicality of environmental elements as well as of the thinker, and thus they allow nature's temporality to resonate within knowledge itself. They are not satisfied with a conceptual contrast between nature's on-going coming-to-be and passing-away and the alleged universality of knowledge. Rather, they take nature as a model for truth and acknowledge that nature infuses the things we say to be truth.There is an abundance of arguments for the differences between male and female writing and thinking.2 I speak in accord with these voices, but I frame my project differently. I will begin by presenting evidence of a call for alternative epistemologies from within the sciences, and then use ecofeminist analyses to argue that the scientists in question are moving away from a phallic logic toward gynocentric eco-logics. Next I will make clear three assumptions that underlie my account. The first two are Heideggerian. I accept his argument that the logic of modernity is scientific objectivity, and I use his account of truth and essence to argue that knowledge is situated rather than universal. Hence gynocentric eco-logics entail an essentialism that is historical rather than biological. I give up biology as the fixative for essence, but avoid a decline into what is entirely arbitrary and subjective by fixing essence in terms of cultural and historical location. Hence I am using a Heideggerian notion of situatedness, but applying it specifically to gender such that I can maintain that the category of "woman" is neither universal, nor shattered irreparably into [End Page 76] fragmented individualism. My Heideggerianism is further qualified in that I am not writing in the spirit of Heidegger's life-time project. I will take the force of his insights to be epistemological rather than metaphysical or ontological... (shrink)

For an integer \, Ramsey Choice\ is the weak choice principle “every infinite setxhas an infinite subset y such that\ has a choice function”, and \ is the weak choice principle “every infinite family of n-element sets has an infinite subfamily with a choice function”. In 1995, Montenegro showed that for \, \. However, the question of whether or not \ for \ is still open. In general, for distinct \, not even the status of “\” or “\” is known. (...) In this paper, we provide partial answers to the above open problems and among other results, we establish the following:1.For every integer \, if \ is true for all integers i with \, then \ is true for all integers i with \.2.If \ are any integers such that for some prime p we have \ and \, then in \: \ and \.3.For \, \\\ implies \, and \ implies neither \ nor \ in \.4.For every integer \, \ implies “every infinite linearly orderable family of k-element sets has a partial Kinna–Wagner selection function” and the latter implication is not reversible in \ ). In particular, \ strictly implies “every infinite linearly orderable family of 3-element sets has a partial choice function”.5.The Chain-AntiChain Principle implies neither \ nor \ in \, for every integer \. (shrink)

This book concerns itself with an issue that is not sufficiently addressed in the literature: Heidegger's philosophy of science. Although a great deal of attention is paid to Heidegger's later critique of technology, no one has systematically studied how he understood "science." Many readers will be surprised to learn, through this book, that Heidegger developed the essentials of a fairly sophisticated philosophy of science, one that in many ways invites comparison with that of Thomas Kuhn. Glazebrook demonstrates that Heidegger's philosophy (...) of science is not neatly divided into "early" and "late" but is, rather, an ongoing development over at least three periods, bound together as an analysis of modern science and an uncovering of other possibilities for understanding nature. Glazebrook states in her introduction, "This reading of Heidegger is radical. It cuts to the root of his thinking, for I argue that what are taken to be Heidegger's many and significant contributions to philosophy--that is, his overcoming of metaphysics, his rereading of the ancients, his critique of technology and representational thinking, his vision and revision of language, truth, and thinking--have at their core an inquiry into science that drove his thinking for sixty years. I am not arguing for a new reading of a few texts, or for adjustments and refinements of existing readings of Heideggger. Rather, I am bringing to light a new basis on which to interpret his work as a whole.". (shrink)

The latest form of violence in the Niger Delta, i.e., hostage taking by militant male youth, reproduces the “logic of capital” that characterizes state and corporate violence. This logic of capital can be explicated in contrast to a relational account of community that can ground alternative logics of care. Nigeria’s oil policy led to drilling impacts including pollution, social costs, and corruption. The failure of organized resistance to these developments produced widespread disillusionment in the 1990s, to which male youth responded (...) with militancy and profiteering. In contrast, women’s organized resistance practices are “logics of care” consistent with distributive, recognition, intergenerational, and restorative justice as well as effectiveness. (shrink)

Duality in Logic and Language [draft--do not cite this article] Duality phenomena occur in nearly all mathematically formalized disciplines, such as algebra, geometry, logic and natural language semantics. However, many of these disciplines use the term ‘duality’ in vastly different senses, and while some of these senses are intimately connected to each other, others seem to be entirely … Continue reading Duality in Logic and Language →.

Das heutige, mehr und mehr vom Aspekt des Werdens beherrschte Wirklichkeitsverständnis (Geschichtlichkeit, Evolution) verlangt nach einem ihm entsprechenden, von Grund auf dynamisch bestimmten Seinsbegriff, damit es philosophisch aufgearbeitet werden kann. Ein solcher Seinsbegriff findet sich in der sog. Prozess- bzw. Organismusphilo- sophie von A.N. Whitehead (1861-1947). Es ist das Ziel der vorliegen- den Arbeit, diesen herauszuarbeiten und für die weitere philosophische und theologische Diskussion bereitzustellen.

What are the relationships between philosophy and the history of philosophy, the history of science and the philosophy of science? This selection of essays by Lorenz Krüger (1932-1994) presents exemplary studies on the philosophy of John Locke and Immanuel Kant, on the history of physics and on the scope and limitations of scientific explanation, and a realistic understanding of science and truth. In his treatment of leading currents in 20th century philosophy, Krüger presents new and original arguments for a (...) deeper understanding of the continuity and dynamics of the development of scientific theory. These result in significant consequences for the claim of the sciences that they understand reality in a rational manner. The case studies are complemented by fundamental thoughts on the relationship between philosophy, science, and their common history. (shrink)

Preface to Volumes 1 and 2 Lorenz Krüger xv Introduction to Volume 1 Lorraine J. Daston 1 I Revolution 1 What Are Scientific Revolutions? Thomas S. Kuhn 7 2 Scientific Revolutions, Revolutions in Science, and a Probabilistic Revolution 1800-1930 I. Bernard Cohen 23 3 Was There a Probabilistic Revolution 1800-1930? Ian Hacking 45 II Concepts 4 The Slow Rise of Probabilism: Philosophical Arguments in the Nineteenth Century Lorenz Krüger 59 5 The Decline of the Laplacian Theory of Probability: (...) A Study of Stumpf, von Kries, and Meinong Andreas Kamlah 91 6 Fechner’s Indeterminism: From Freedom to Laws of Chance Michael Heidelberger 117 7 The Saint Petersburg Paradox 1713-1937 Gerard Jorland 157 8 Laplace and Thereafter: The Status of Probability Calculus in the Nineteenth Century Ivo Schneider 191 9 Emile Borel as a Probabilist Eberhard Knobloch 215 III Uncertainty 10 The Domestication of Risk: Mathematical Probability and Insurance 1650-1830 237 11 The Objectification of Observation: Measurement and Statistical Methods in the Nineteenth Century Zeno G. Swijtink 261 12 The Measurement of Uncertainty in Nineteenth-Century Social Science Stephen M. Stigler 287 IV Society 13 Rational Individuals versus Laws of Society: From Probability to Statistics Lorraine J. Daston 295 14 Decrire, Compter, Calculer: The Debate over Statistics during the Napoleonic Period Marie-Noelle Bourguet 305 15 Probability in Vital and Social Statistics: Quetelet, Farr, and the Bertillons Bernard-Pierre Lécuyer 317 16 Paupers and Numbers: The Statistical Argument for Social Reform in Britain during the Period of Industrialization Karl H. Metz 337 17 Lawless Society: Social Science and the Reinterpretation of Statistics in Germany, 1850-1880 Theodore M. Porter 351 18 Prussian Numbers 1860-1882 Ian Hacking 377 19 How Do Sums Count? On the Cultural Origins of Statistical Causality M. Norton Wise 395. (shrink)

The first collection of essays devoted to Heidegger’s contribution to understanding modern science.

In lieu of an abstract, here is a brief excerpt of the content:Ethics & the Environment 8.1 (2003) 22-36 [Access article in PDF] Art or Nature?Aristotle, Restoration Ecology, and Flowforms Trish Glazebrook He to whom nature begins to reveal her open secrets will feel an irresistible yearning for her most worthy interpreter: Art. 1Aristotle believed strongly in a distinction between artifact (technê) and nature (physis). He intended by "technê" more than is generally understood by the contemporary term "art," for (...) he meant anything produced by human intention. For example, for Aristotle medicine was technê in that the doctor produces health. The key point in distinguishing art from nature for him was that things in nature grow and develop on the basis of an internal principle of change, whereas artistic production requires an outside agent. There are some complications with the Aristotelian account: are the spider's web and the bird's nest art or nature? Aristotle can respond to this problem easily enough by arguing that spiders and birds create on the basis of instinct, while reason is requisite for artistic production. Yet some art may not meet this definition: artists may not always have a full conception of the work to be produced prior to its execution. Creativity can be emergent rather than intentional during the productive process, and may arise, for example, from the artist's interaction with the chosen material. [End Page 22]Despite these objections to the Aristotelian distinction, however, his analysis of the differences between art and nature can be usefully applied to recent debates in restoration ecology in order to argue that the human capacity to restore nature does not justify its destruction. Nature cannot be "faked," that is, recreated through art. Furthermore, the Aristotelian analysis has been influential historically by providing a conceptual basis for the technological domination of nature, as if nature were nothing more than matter upon which form can be imposed. Yet there are alternative possibilities in Aristotle's account that ecologically-minded art can bring to fruition. I will use Aristotle's analysis to suggest a potential resolution of the "faking nature" debate, and accordingly to show how contemporary, ecologically-minded art can promote an ideology of production that works with rather than against nature.Robert Elliot argues that restoration ecology does not justify environmental destruction, because faked nature (that is, nature re-created by human artifice) is not as valuable as the original. 2 I will call this claim, which is based on the idea that restoration is analogous to artistic production, "the Elliot view." I will first assess the Elliot view, and give reasons why I sympathize with his conclusions, yet find his arguments unconvincing. Second, I will present Aristotle's distinction between nature and art, with emphasis on his arguments that nature is goal-directed, in order to give content to the claim that nature has intrinsic value. Third, I will look at restoration policies and practices in the oil industry in Alberta, Canada, to establish a praxical notion of restoration, and to support Elliot's claim that nature cannot be faked. I have chosen oilfield restoration as a working example for the sake of the general methodological principle that praxes without reflections are blind, while reflections that transcend the lifeworld are empty; and specifically because Alberta leads the industry in restoration standards and practices. Finally, I will use Flowforms to argue that ecologically-minded art can demonstrate how production of artifacts need not affirm a logic of domination, but rather can open a space for an alternative conception of the human relation to nature. The Elliot View Elliot's view depends on distinguishing nature from art, and attributing a greater value to the natural. On what basis should we accept this value-hierarchy? The reasons Elliot gives are less than convincing. Ultimately his arguments rest on two points: that copies are not as good as [End Page 23] originals; and that even if an ecosystem's value could be fully restored, the value lost in the time between despoilation and restoration is irrecoverable. He simply finds "naturalness" to be more valuable than artifice. But he is not alone in... (shrink)

In this paper, we consider certain cardinals in ZF (set theory without AC, the axiom of choice). In ZFC (set theory with AC), given any cardinals C and D, either C ≤ D or D ≤ C. However, in ZF this is no longer so. For a given infinite set A consider $\operatorname{seq}^{1 - 1}(A)$ , the set of all sequences of A without repetition. We compare $|\operatorname{seq}^{1 - 1}(A)|$ , the cardinality of this set, to |P(A)|, the cardinality of (...) the power set of A. What is provable about these two cardinals in ZF? The main result of this paper is that $ZF \vdash \forall A(|\operatorname{seq}^{1 - 1}(A)| \neq|\mathscr{P}(\mathscr{A})|)$ , and we show that this is the best possible result. Furthermore, it is provable in ZF that if B is an infinite set, then $|\operatorname{fin}(B)| <|\mathscr{P}(B)|$ even though the existence for some infinite set B* of a function f from $\operatorname{fin}(B^\ast)$ onto P(B*) is consistent with ZF. (shrink)

Solomon, the legend goes, had a magic ring which enabled him to speak to the animals in their own language. Konrad Lorenz was gifted with a similar power of understanding the animal world. He was that rare beast, a brilliant scientist who could write beautifully. He did more than any other person to establish and popularize the study of how animals behave, receiving a Nobel Prize for his work. King Solomon's Ring , the book which brought him worldwide recognition, (...) is a delightful treasury of observations and insights into the lives of all sorts of creatures, from jackdaws and water-shrews to dogs, cats and even wolves. Charmingly illustrated by Lorenz himself, this book is a wonderfully written introduction to the world of our furred and feathered friends, a world which often provides an uncanny resemblance to our own. A must for any animal-lover! (shrink)

In order to elucidate his logical analysis of modal quantified propositions (e.g. ‘all men are necessarily mortal’), the 14th century philosopher John Buridan constructed a modal octagon of oppositions. In the present paper we study this modal octagon from the perspective of contemporary logical geometry. We argue that the modal octagon contains precisely six squares of opposition as subdiagrams, and classify these squares based on their logical properties. On a more abstract level, we show that Buridan’s modal octagon precisely captures (...) the interaction between two classical squares of opposition, viz. one for the quantifiers and one for the modalities. Finally, we argue that several aspects of our contemporary formal analyses were already hinted at by Buridan himself. (shrink)

If we assume the axiom of choice, then every two cardinal numbers are comparable, In the absence of the axiom of choice, this is no longer so. For a few cardinalities related to an arbitrary infinite set, we will give all the possible relationships between them, where possible means that the relationship is consistent with the axioms of set theory. Further we investigate the relationships between some other cardinal numbers in specific permutation models and give some results provable without using (...) the axiom of choice. (shrink)

I PSYCHOLOGY 5 The Probabilistic Revolution in Psychology--an Overview Gerd Gigerenzer 7 1 Probabilistic Thinking and the Fight against Subjectivity Gerd Gigerenzer 11 2 Statistical Method and the Historical Development of Research Practice in American Psychology Kurt Danziger 35 3 Survival of the Fittest Probabilist: Brunswik, Thurstone, and the Two Disciplines of Psychology Gerd Gigerenzer 49 4 A Perspective for Viewing the Integration of Probability Theory in Psychology David J. Murray 73 II SOCIOLOGY 101 5 The Two Empirical Roots of (...) Social Theory and the Probability Revolution Anthony Oberschall 103 III ECONOMICS 133 The Probabilistic Revolution in Economics--an Overview Mary S. Morgan 135 6 Why Was There No Probabilistic Revolution in Economic Thought? Claude Mènard 139 7 The Rise of Macroeconomic Calculations in Economic Statistics Robert A. Horváth 147 8 Statistics without Probability and Haavelmo’s Revolution in Econometrics Mary S. Morgan 171 IV PHYSIOLOGY 199 9 Experimental Physiology and Statistical Inference: The Therapeutic Trial in Nineteenth-Century Germany William Coleman 201 V EVOLUTIONARY BIOLOGY 227 The Probabilistic Revolution in Evolutionary Biology--an Overview John H. Beatty 229 10 Natural Selection as a Causal, Empirical, and Probabilistic Theory M. J. S. Hodge 233 11 Dobzhansky and Drift: Facts, Values, and Chance in Evolutionary Biology John H. Beatty 271 12 Random Genetic Drift, R. A. Fisher, and the Oxford School of Ecological Genetics John R. G. Turner 313 13 On the Prior Probability of the Existence of Life Bernd-Olaf Küppers 355 VI PHYSICS 371 The Probabilistic Revolution in Physics--an Overview Lorenz Krüger 373 14 Probabilistic Physics the Classical Way Jan von Plato 379 15 Max Born and the Reality of Quantum Probabilities Nancy Cartwright 409 16 Philosophical Problems of Quantum Theory: The Response of American Physicists Nancy Cartwright. (shrink)

For a set M, let \\) denote the set of all finite sequences which can be formed with elements of M, and let \ denote the set of all 2-element subsets of M. Furthermore, for a set A, let Open image in new window denote the cardinality of A. It will be shown that the following statement is consistent with Zermelo–Fraenkel Set Theory \: There exists a set M such that Open image in new window and no function Open image (...) in new window is finite-to-one. (shrink)