The focus of this study was to analyze the content, distribution, and comparative genome relationships of 996 chromosome bin-mapped expressed sequence tags accounting for 2266 restriction fragments on the homoeologous group 3 chromosomes of hexaploid wheat. Of these loci, 634, 884, and 748 were mapped on chromosomes 3A, 3B, and 3D, respectively. The individual chromosome bin maps revealed bins with a high density of mapped ESTs in the distal region and bins of low density in the proximal region of the (...) chromosome arms, with the exception of 3DS and 3DL. These distributions were more localized on the higher-resolution group 3 consensus map with intermediate regions of high-mapped-EST density on both chromosome arms. Gene ontology classification of mapped ESTs was not significantly different for homoeologous group 3 chromosomes compared to the other groups. A combined analysis of the individual bin maps using 537 of the mapped ESTs revealed rearrangements between the group 3 chromosomes. Approximately 232 of the consensus mapped ESTs matched sequences on rice chromosome 1 and revealed large- and small-scale differences in gene order. Of the group 3 mapped EST unigenes ∼21 and 32% matched the Arabidopsis coding regions and proteins, respectively, but no chromosome-level gene order conservation was detected. (shrink)

This report describes the rationale, approaches, organization, and resource development leading to a large-scale deletion bin map of the hexaploid wheat genome. Accompanying reports in this issue detail results from chromosome bin-mapping of expressed sequence tags representing genes onto the seven homoeologous chromosome groups and a global analysis of the entire mapped wheat EST data set. Among the resources developed were the first extensive public wheat EST collection. Described are protocols for sequencing, sequence processing, EST nomenclature, and the assembly of (...) ESTs into contigs. These contigs plus singletons were used for selection of distinct sequence motif unigenes. Selected ESTs were rearrayed, validated by 5′ and 3′ sequencing, and amplified for probing a series of wheat aneuploid and deletion stocks. Images and data for all Southern hybridizations were deposited in databases and were used by the coordinators for each of the seven homoeologous chromosome groups to validate the mapping results. Results from this project have established the foundation for future developments in wheat genomics. (shrink)

The sociobiology debate, in the final quarter of the twentieth century, featured many of the same issues disputed in the culture war in the humanities during this same time period. This is evident from a study of the writings of Edward O. Wilson, the best known of the sociobiologists, and from an examination of both the minutes of the meetings of the Sociobiology Study Group (SSG) and the writings of Stephen Jay Gould, the SSG's most prominent member. Many critics (...) of sociobiology, frequently radical scientists who were attached to the lineage of the New Left, argued for the same multicultural values promoted by radical humanities professors in this period. Conversely, liberal sociobiologists defended the universalist values of the liberals in the humanities. Those scholars whose work was important before the cultural revolution in the 1960s were usually committed to a liberal universalism that emphasized the similarity between people. Younger scholars, who took faculty positions in the 1970s and after, were more likely to owe an allegiance to an ethnos-centered social vision that valued identity politics. The struggle between these two agendas, more intellectual than generational, was at the core of the culture wars both in the humanities and in the sciences. The sociobiology debate should be viewed in this light. (shrink)

BackgroundThe ARRIVE (Animal Research: Reporting of In Vivo Experiments) guidelines are widely endorsed but compliance is limited. We sought to determine whether journal-requested completion of an ARRIVE checklist improves full compliance with the guidelines.MethodsIn a randomised controlled trial, manuscripts reporting in vivo animal research submitted to PLOS ONE (March–June 2015) were randomly allocated to either requested completion of an ARRIVE checklist or current standard practice. Authors, academic editors, and peer reviewers were blinded to group allocation. Trained reviewers performed outcome adjudication (...) in duplicate by assessing manuscripts against an operationalised version of the ARRIVE guidelines that consists 108 items. Our primary outcome was the between-group differences in the proportion of manuscripts meeting all ARRIVE guideline checklist subitems.ResultsWe randomised 1689 manuscripts (control: n = 844, intervention: n = 845), of which 1269 were sent for peer review and 762 (control: n = 340; intervention: n = 332) accepted for publication. No manuscript in either group achieved full compliance with the ARRIVE checklist. Details of animal husbandry (ARRIVE subitem 9b) was the only subitem to show improvements in reporting, with the proportion of compliant manuscripts rising from 52.1 to 74.1% (X2 = 34.0, df = 1, p = 2.1 × 10−7) in the control and intervention groups, respectively.ConclusionsThese results suggest that altering the editorial process to include requests for a completed ARRIVE checklist is not enough to improve compliance with the ARRIVE guidelines. Other approaches, such as more stringent editorial policies or a targeted approach on key quality items, may promote improvements in reporting. (shrink)

We prove that the set of properties describable by a uniform sequence of first-order sentences using at most k + 1 distinct variables is exactly equal to the set of properties checkable by a Turing machine in DSPACE[n k ] (where n is the size of the universe). This set is also equal to the set of properties describable using an iterative definition for a finite set of relations of arity k. This is a refinement of the theorem PSPACE = (...) VAR[O[1]] [8]. We suggest some directions for exploiting this result to derive trade-offs between the number of variables and the quantifier depth in descriptive complexity. (shrink)

Carl Henry devotes a few chapters directly (and a few indirectly) in volume 6 of his God, Revelation, and Authority [GRA] to the problem of evil [POE]. The author examines Henry’s contribution as a theologian, noting that GRA is a work of theology, not philosophy proper. However, Henry had a PhD in Philosophy (Boston, 1949), and one finds present several presuppositions and control beliefs that are philosophically motivated. Observation of the text reveals several of these. Chief here is Henry’s working (...) assumption that to understand and explain the nature of evil, one must first understand and explain the nature, origin and etiology of good. This point and its implications are developed at length in this article. Unsurprising is Henry’s contribution exhibiting an awareness of methods and theodical approaches traditionally used by philosophers of religion such as Rowe, Plantinga, and Hick. Surprising is the fact that Henry does not clearly take a side on the nature of human free will. What he does say seems to underdetermine his exact position. Finally, the importance of Kant vis a vis Henry’s theodicy and entire theological program is emphasized as well. (shrink)

Troubadour of truth, by R. E. Brennan.--Reflections on necessity and contingency, by Jacques Maritain.--Intellectual cognition, by Rudolf Allers.--The problem of truth, J. K. Ryan.--The ontolgical roots of Thomism, by Hilary Carpeuter.--The role of habitus in the Thomistic metaphysics of potency and act, by V. J. Bourke.--The nature of the angels, by J. O. Riedl.--The dilemma of being and unity, by A. C. Pegis.--Prudence, the incommunicable wisdom, by C. J. O'Neil.--A question about law, by M. J. Adler.--The economic philosophy of (...) Aquinas, by J. A. Ryan.--Beyond the crisis of liberalism, by Y. R. Simon.--The fate of representative government, by Walter Farrell.--The Thomistic concept of education, by R. J. Slavin.--The perennial theme of beauty, by Immanuel Chapman.--Epilogue, by H. T. Schwartz.--Bibliography (p.[363]-419). (shrink)

The Stanford Encyclopedia of Philosophy is an open access, dynamic reference work designed to organize professional philosophers so that they can write, edit, and maintain a reference work in philosophy that is responsive to new research. From its inception, the SEP was designed so that each entry is maintained and kept up to date by an expert or group of experts in the field. All entries and substantive updates are refereed by the members of a distinguished Editorial Board before they (...) are made public. (shrink)

I write here about how the visible and the invisible intertwine in painting: in theory and in praxis – primarily the praxis of my own painting. Philosophers are rarely asked to discuss, much less to show in public, what they do avocationally rather than professionally. I was drawn to the invitation of the Merleau-Ponty Circle to exhibit my painting and to talk about what I do when I am not writing or teaching philosophy. It has offered a rare chance to (...) catch up with myself – with the painter in me. I started in art long before I turned to philosophy. It was my first love and is still my intermittent passion. I have not hidden it from others altogether – I have shown my work in various group shows– but it would be more accurate to say that I have hidden it from myself. Talking about my art work in the context of this Circle comes at a very welcome moment in which I am in the process of determining where I shall go with the rest of my life as it shortens down: ars longa, vita brevis.J’écris ici à propos de la manière dont le visible et l’invisible s’entrelacent dans la peinture : en théorie et en pratique, prioritairement dans ma propre pratique de la peinture. On demande rarement aux philosophes de discuter, et encore moins de montrer en public, ce qu’ils font en amateurs plutôt que professionnellement. J’ai été entraîné par l’invitation du Merleau-Ponty Circle à exposer ma peinture et à parler de ce que je fais lorsque je n’écrit pas et n’enseigne pas la philosophie. Cela m’a offert une chance rare de me retrouver moi-même, le peintre en moi. J’ai commencé dans l’art bien avant de me tourner vers la philosophie. C’était mon premier amour c’est encore ma passion intermittente. Je ne l’ai pas caché, puisque j’ai montré mon travail dans plusieurs expositions collectives. Ce serait plus juste de dire que je l’ai caché de moi-même. Parler de mes oeuvres d’art dans le contexte du Merleau-Ponty Circle arrive à un moment tout à fait bienvenu, où je suis en train de réfléchir à la suite de ma vie, puisqu’elle raccourcit : ars longa, vita brevis.In questo articolo tratto di come il visibile e l’invisibile si intreccino in pittura, nella teoria come nella pratica, e in particolare nella mia pratica di pittura. Raramente ai filosofi viene chiesto di discutere, e ancor più raramente di mostrare pubblicamente, ciò che essi fanno in ambito amatoriale e non professionale. Sono rimasto molto colpito dall’invito del Merleau-Ponty Circle a esporre i miei dipinti e a parlare dell’attività che svolgo quando non scrivo o non insegno filosofia. Questo invito mi ha fornito un’opportunità rara per riprendere contatto con me stesso – con il pittore che è in me. Mi sono avvicinato all’arte molto prima di rivolgermi alla filosofia. L’arte è stato il mio primo amore ed è ancora la mia passione intermittente. Non l’ho mai tenuta nascosta agli altri – ho presentato il mio lavoro in numerose mostre collettive; forse sarebbe più corretto dire che l’ho nascosta a me stesso.La possibilità di parlare della mia arte in occasione del Merleau-Ponty Circle si è presentata in un momento molto propizio, in cui mi trovo a domandarmi quale strada percorrere in quello che resta della mia vita che a mano a mano si accorcia: ars longa, vita brevis. (shrink)

Science provides us with representations of atoms, elementary particles, polymers, populations, genetic trees, economies, rational decisions, aeroplanes, earthquakes, forest fires, irrigation systems, and the world’s climate. It's through these representations that we learn about the world. This entry explores various different accounts of scientific representation, with a particular focus on how scientific models represent their target systems. As philosophers of science are increasingly acknowledging the importance, if not the primacy, of scientific models as representational units of science, it's important to (...) stress that how they represent plays a fundamental role in how we are to answer other questions in the philosophy of science (e.g. the scientific realism debate). This entry begins by disentangling ‘the’ problem of scientific representation, before critically evaluating the current options available in the literature. (shrink)

The so-called ergodic hierarchy (EH) is a central part of ergodic theory. It is a hierarchy of properties that dynamical systems can possess. Its five levels are egrodicity, weak mixing, strong mixing, Kolomogorov, and Bernoulli. Although EH is a mathematical theory, its concepts have been widely used in the foundations of statistical physics, accounts of randomness, and discussions about the nature of chaos. We introduce EH and discuss its applications in these fields.

The second meeting of British and Soviet philosophers, continuing the discussion of problems of ethics begun in the fall of 1968 in England, was held in Tbilisi in October 1969. This time the British philosophers journeyed to our country, by agreement between the Alliance of Friendship Societies and the Society of Friends . The group of five included philosophy teachers at a number of universities: David Bell , with whom we were well acquainted from our debates in East Greenstead, Steven (...) Lucas , Edward Honderik , Bernard Harrison , whom we had also met during our visit to Brighton, and the Secretary for European Affairs of the British Quaker organization, Alan Davis. On our side, the discussion was conducted by L. N. Mitrokhin and O. G. Drobnitskii , A. A. Ivin, N. Z. Chavchavadze, and A. F. Begiashvili. The Alliance of Friendship Societies was represented by the assistant chief of the Division of British Countries, F. I. Fedosov. (shrink)

After distinguishing three kinds of pluralism, an individualist pluralism at one pole, a communalist pluralism at the other, and a third more complex concept ofpluralism, I address the meaning of commitment in America as iIIuminated by these distinctions. This continues a line opened up in Habits of the Heart. An earlierversion of this paper was presented at Marquette University in the Edward J. O’Donnell, S.J., Distinguished Lecture Series.

Many philosophers, including direct reference theorists, appeal to naively to 'modes of presentation' in the analysis of belief reports. I show that a variety of such appeals can be analyzed in terms of a precise theory of modes of presentation. The objects that serve as modes are identified intrinsically, in a noncircular way, and it is shown that they can function in the required way. It is a consequence of the intrinsic characterization that some objects are well-suited to serve as (...) modes that present individuals and while others are well-suited to serve as modes that present properties (though such modes do not `determine' the objects they present---there is no necessary connection between a mode m and the individual x or property F that it presents). Moreover, it is also a consequence that the modes for properties and individuals can be organized into complexes that are structurally identical to Russellian propositions having the represented properties and individuals as constituents. Not only is the relationship between modes and Fregean senses and modes of presentation explored in the paper, but also the idea that the theory of modes of presentation developed in the paper can serve as a theory of concepts. (shrink)

The principal goal of this entry is to present Frege's Theorem (i.e., the proof that the Dedekind-Peano axioms for number theory can be derived in second-order logic supplemented only by Hume's Principle) in the most logically perspicuous manner. We strive to present Frege's Theorem by representing the ideas and claims involved in the proof in clear and well-established modern logical notation. This prepares one to better prepared to understand Frege's own notation and derivations, and read Frege's original work (whether in (...) German or in translation). Moreover, this should prepare the reader to understand a number of scholarly books and articles in the secondary literature on Frege's work. (shrink)

Mathematical pluralism can take one of three forms: (1) every consistent mathematical theory consists of truths about its own domain of individuals and relations; (2) every mathematical theory, consistent or inconsistent, consists of truths about its own (possibly uninteresting) domain of individuals and relations; and (3) the principal philosophies of mathematics are each based upon an insight or truth about the nature of mathematics that can be validated. (1) includes the multiverse approach to set theory. (2) helps us to understand (...) the significance of the distinguished non‐logical individual and relation terms of even inconsistent theories. (3) is a metaphilosophical form of mathematical pluralism and hasn't been discussed in the literature. In what follows, I show how the analysis of theoretical mathematics in object theory exhibits all three forms of mathematical pluralism. (shrink)

In this entry, Frege’s logic is introduced and described in some detail. It is shown how the Dedekind-Peano axioms for number theory can be derived from a consistent fragment of Frege’s logic, with Hume’s Principle replacing Basic Law V.

We write as Australian youth work educators. We consider some of the ethical challenges involved in teaching youth work ‘in a warm climate’, situated in the diaspora of English youth work but where youth work also has a uniquely Australian character, placing us in an ethically liminal space in our teaching between an understanding of youth work that is robustly defended as being both ‘good’ and ‘true’, and what we do, which is different from this, and has its own character (...) and strengths. We situate this in the policy history of youth work in Australia, particularly in the ‘neoliberal turn’ that this has taken in the last four decades which has created ethical challenges for us, just as it has for those elsewhere. Two guiding questions shape this paper. The first is, given our differences, what challenges do we face in maintaining connections with ‘good’ youth work and its value base as traditionally defined and defended in England, and relatedly, given that policy and funding regimes in the UK seem to be aligning more with an Australian model, is there anything that the youth work community in the UK can learn from the Australian experience? (shrink)

This book tackles the issues that arise in connection with intensional logic -- a formal system for representing and explaining the apparent failures of certain important principles of inference such as the substitution of identicals and existential generalization -- and intentional states --mental states such as beliefs, hopes, and desires that are directed towards the world. The theory offers a unified explanation of the various kinds of inferential failures associated with intensional logic but also unifies the study of intensional contexts (...) and intentional states by grounding the explanation of both phenomena in a single theory. When an axiomatized realm of abstract entities is added to the metaphysical structure of the world, we can use them to identify and individuate the contents of directed mental states. The special abstract entities can be viewed as the objectified contents of mental files, and they play a crucial role in the analysis of truth conditions of the sentences involved in inferential failures. (shrink)

In this book, Zalta attempts to lay the axiomatic foundations of metaphysics by developing and applying a (formal) theory of abstract objects. The cornerstones include a principle which presents precise conditions under which there are abstract objects and a principle which says when apparently distinct such objects are in fact identical. The principles are constructed out of a basic set of primitive notions, which are identified at the end of the Introduction, just before the theorizing begins. The main reason for (...) producing a theory which defines a logical space of abstract objects is that it may have a great deal of explanatory power. It is hoped that the data explained by means of the theory will be of interest to pure and applied metaphysicians, logicians and linguists, and pure and applied epistemologists. (shrink)

In this article we assess the extant literature on women’s careers appearing in selected career, management and psychology journals from 1990 to the present to determine what is currently known about the state of women’s careers at the dawn of the 21st century. Based on this review, we identify four patterns that cumulatively contribute to the current state of the literature on women’s careers: women’s careers are embedded in women’s larger-life contexts, families and careers are central to women’s lives, women’s (...) career paths reflect a wide range and variety of patterns, and human and social capital are critical factors for women’s careers. We also identify paradoxes that highlight the disconnection between organizational practice and scholarly research associated with each of the identified patterns. Our overall conclusion is that male-defined constructions of work and career success continue to dominate organizational research and practice.We provide direction for a research agenda on women’s careers that addresses the development of integrative career theories relevant for women’s contemporary lives in hopes of providing fresh avenues for conceptualizing career success for women. Propositions are identified for more strongly connecting career scholarship to organizational practice in support of women’s continued career advancement. (shrink)

Some recently-proposed counterexamples to the traditional definition of essential property do not require a separate logic of essence. Instead, the examples can be analysed in terms of the logic and theory of abstract objects. This theory distinguishes between abstract and ordinary objects, and provides a general analysis of the essential properties of both kinds of object. The claim ‘x has F necessarily’ becomes ambiguous in the case of abstract objects, and in the case of ordinary objects there are various ways (...) to make the definition of ‘F is essential to x’ more fine-grained. Consequently, the traditional definition of essential property for abstract objects in terms of modal notions is not correct, and for ordinary objects the relationship between essential properties and modality, once properly understood, addresses the counterexample. (shrink)

The foregoing set of theorems forms an effective foundation for the theory of situations and worlds. All twenty-five theorems seem to be basic, reasonable principles that structure the domains of properties, relations, states of affairs, situations, and worlds in true and philosophically interesting ways. They resolve 15 of the 19 choice points defined in Barwise (1989) (see Notes 22, 27, 31, 32, 35, 36, 39, 43, and 45). Moreover, important axioms and principles stipulated by situation theorists are derived (see Notes (...) 33, 37, and 38). This is convincing evidence that the foregoing constitutes a theory of situations. Note that worlds are just a special kind of situation, and that the basic theorems of world theory, which were derived in previous work, can still be derived in this situation-theoretic setting. So there seems to be no fundamental incompatibility between situations and worlds — they may peacably coexist in the foundations of metaphysics. The theory may therefore reconcile two research programs that appeared to be heading off in different directions. And we must remind the reader that the general metaphysical principles underlying our theory were not designed with the application to situation theory in mind. This suggests that the general theory and the underlying distinction have explanatory power, for they seem to relate and systematize apparently unrelated phenomena. (shrink)

Three different notions of concepts are outlined: one derives from Leibniz, while the other two derive from Frege. The Leibnizian notion is the subject of his "calculus of concepts" (which is really an algebra). One notion of concept from Frege is what we would call a "property", so that when Frege says "x falls under the concept F", we would say "x instantiates F" or "x exemplifies F". The other notion of concept from Frege is that of the notion of (...) sense, which played various roles within Frege's theory. This notion of concept can be generalized and, as such, accounts for our intuitive talk of "x's concept of ...", where the ellipsis can be filled in with a name for individual, a property, or a relation, etc. After outlining these three notions, I then discuss how (axiomatic) object theory offers a distinct, precise regimentation of each of the three notions. (shrink)

The author describes an interpreted modal language and produces some clear examples of logical and analytic truths that are not necessary. These examples: (a) are far simpler than the ones cited in the literature, (b) show that a popular conception of logical truth in modal languages is incorrect, and (c) show that there are contingent truths knowable ``a priori'' that do not depend on fixing the reference of a term.

In this paper, the author develops a theory of concepts and shows that it captures many of the ideas about concepts that Leibniz expressed in his work. Concepts are first analyzed in terms of a precise background theory of abstract objects, and once concept summation and concept containment are defined, the axioms and theorems of Leibniz's calculus of concepts (in his logical papers) are derived. This analysis of concepts is then seamlessly connected with Leibniz's modal metaphysics of complete individual concepts. (...) The fundamental theorem of Leibniz's modal metaphysics of concepts is proved, namely, whenever an object x has F contingently, then (i) the individual concept of x contains the concept F and (ii) there is a (counterpart) complete individual concept y which doesn't contain the concept F and which `appears' at some other possible world. Finally, the author shows how the concept containment theory of truth can be made precise and made consistent with a modern conception of truth. (shrink)

The appeal to possible worlds in the semantics of modal logic and the philosophical defense of possible worlds as an essential element of ontology have led philosophers and logicians to introduce other kinds of `worlds' in order to study various philosophical and logical phenomena. The literature contains discussions of `non-normal worlds', `non-classical worlds', `non-standard worlds', and `impossible worlds'. These atypical worlds have been used in the following ways: (1) to interpret unusual modal logics, (2) to distinguish logically equivalent propositions, (3) (...) to solve the problems associated with propositional attitude contexts, intentional contexts, and counterfactuals with impossible antecedents, and (4) to interpret systems of relevant and paraconsistent logic. However, those who have attempted to develop a genuine metaphysical theory of such atypical worlds tend to move too quickly from philosophical characterizations to formal semantics. (shrink)

When a patient lacks sufficient capacity to make a certain treatment decision, whether because of deficits in their ability to make a judgement that reflects their values or to make a decision that reflects their judgement or both, the decision must be made by a surrogate. Often the best way to respect the patient’s autonomy, in such cases, is for the surrogate to make a ‘substituted’ judgement on behalf of the patient, which is the decision that best reflects the patient’s (...) values and identity-infused beliefs as they were when the patient last possessed capacity. It is by now well-known that there is troubling evidence that surrogates do only slightly better than chance at making accurate substituted judgements. The use of a patient preference predictor, an algorithm that predicts patient preferences based on characteristics like the patient’s age, gender, socioeconomic status and education level, could help. Rid and Wendler have done important work making a moral case for using the PPP.1 If it were shown to enhance accuracy, it is not at all obvious what objections there could be to its use. Yet several subtle criticisms of the PPP have emerged in the literature. In their feature article, Jardas, Wasserman and Wendler select six of the most prominent objections to the PPP in the literature and defend the PPP against them.2 Along the way they make significant contributions to broader issues concerning the proper uses of statistical evidence and limits on the kinds of preferences there can be reasons of autonomy to respect. Since I found the authors’ answers to the final two objections—that the PPP relies on naked statistical evidence and that it uses non-endorsed reasons—to be especially interesting and provocative, I will examine those answers and raise a few questions about …. (shrink)

After defining a standard modal language and semantics, we offer some clear examples of logical and analytic truths that are not necessary. These examples: (a) are far simpler than the ones cited in the literature, (b) show that a popular conception of logical truth in modal languages is incorrect, and (c) show that there are contingent truths knowable ``a priori'' that do not depend on fixing the reference of a term.

of my axiomatic theory of abstract objects.¹ The theory asserts the ex- istence not only of ordinary properties, relations, and propositions, but also of abstract individuals and abstract properties and relations. The.

Computational philosophy is the use of mechanized computational techniques to unearth philosophical insights that are either difficult or impossible to find using traditional philosophical methods. Computational metaphysics is computational philosophy with a focus on metaphysics. In this paper, we (a) develop results in modal metaphysics whose discovery was computer assisted, and (b) conclude that these results work not only to the obvious benefit of philosophy but also, less obviously, to the benefit of computer science, since the new computational techniques that (...) led to these results may be more broadly applicable within computer science. The paper includes a description of our background methodology and how it evolved, and a discussion of our new results. (shrink)

In this paper, the author derives the Dedekind-Peano axioms for number theory from a consistent and general metaphysical theory of abstract objects. The derivation makes no appeal to primitive mathematical notions, implicit definitions, or a principle of infinity. The theorems proved constitute an important subset of the numbered propositions found in Frege's *Grundgesetze*. The proofs of the theorems reconstruct Frege's derivations, with the exception of the claim that every number has a successor, which is derived from a modal axiom that (...) (philosophical) logicians implicitly accept. In the final section of the paper, there is a brief philosophical discussion of how the present theory relates to the work of other philosophers attempting to reconstruct Frege's conception of numbers and logical objects. (shrink)

In lieu of an abstract, here is a brief excerpt of the content:Philosophy and Literature 25.1 (2001) 142-154 [Access article in PDF] Critical Discussions The Fortunes of Avant-Garde Poetry Mary Anne O'Neil Invisible Fences. Prose Poetry as a Genre in French and American Literature, by Steven Monte; xii & 298 pp. Lincoln: University of Nebraska Press, 2000, $50.00. Modern Visual Poetry, by Willard Bohn; 321 pp. Newark: University of Delaware Press, 2000, $47.00. The situation of French poetry at the (...) turn of the twenty-first century is far different from what it was during the last fin de siècle. In 1900, poetry was a booming art, and France was home to numerous poets of varied inspiration and expression. The religious verse of Claudel and Péguy shared the attention of the reading public with the philosophical poetry of Valéry and the futuristic celebrations of Paris and modern life found in Apollinaire's Alcools and Calligrammes. Long poems, short poems, poems written in standard verse, free verse, prose, and even published as drawings, suggested that the golden age of poetry begun in the early nineteenth century by the Romantics and continued after 1850 by Baudelaire, Verlaine, Rimbaud, and Mallarmé, would not soon come to an end. This indeed proved to be the case, for the heirs of the Symbolist tradition of the first decade of the twentieth century were soon followed by the Surrealist revolutionaries of the 1920s and 1930s, many of whom directed their talents to the composition of political verse at the time of the Second World War. Political poetry by and large disappeared from France after 1950, only to be [End Page 142] succeeded over the next two decades by two very different types of verse. On the one hand, writers like St. John Perse and Pierre Jean Jouve produced difficult works whose appeal was limited to a sophisticated audience, while lyricists, such as Jacques Prévert and even the songwriter Georges Brassens, made poetry more accessible to the general public, often through popular songs. The fact that, during the days of May 1968, students scrawled verses of the Surrealist-Communist poet Paul Eluard on the walls of the Sorbonne to encourage efforts to bring down the social order attests to the power exerted by poetry on the intellectual life of France well into the second half of the twentieth century. Such, however, is no longer the case today. There are only two well-known living French poets, Francis Ponge and Yves Bonnefoy. While reviews dedicated to original poetry do still exist, especially in the south of France where the poetic arm of the French Resistance was most active in the 1940s, poetry attracts many fewer readers--and fewer writers--than it did even fifty years ago.Such a radical change merits some reflection. What has happened to French poetry since the mid-twentieth century? In a sense, all good things must come to an end sometime, and a century and a half of inventiveness and poetic energy may simply have run its natural course. French publishing houses, well aware that prose sells better than verse, have done little to encourage young poets. However, certain trends in the subject matter and form of contemporary French poetry have probably contributed to the current lack of interest. Since the end of the Second World War, French poets have concerned themselves almost uniquely with everyday life--common objects, geographical locales, and ordinary people. This obsession with the ordinary has produced some excellent poetry, especially René Char's evocations of Provençal landscapes and Yves Bonnefoy's treatments of childhood. Yet, this concentration on everyday life has severed poetry from the traditional subjects that have sustained it ever since classical antiquity, such as the celebration of heroic figures and heroic deeds, philosophical and religious inquiry, love, loss, prophetic vision. This very narrow range of subject risks consigning poetry to the status of a minor art. At the turn of the twenty-first century, French poetry also finds itself at the end of a very long period of formal experimentation that began in the second half of the nineteenth century and which includes... (shrink)