Comparative analytical study on two truths according to interpretation of eminent masters Gautama Buddha and Mi-bo Gśen-rab of Bon-po sect; includes their brief biographies.

Name der Zeitschrift: Semiotica Jahrgang: 2016 Heft: 208 Seiten: 35-47.

Buddist literature; explanatory commentaries on Tantra philosophy, and commentary on the Mañjuśrīnāmasaṅgīti (Praise to Manjushri).

GS 341 is one of the most familiar of Nietzsche’s writings. This article proposes a new reading that stands in contrast with most English-language Nietzsche scholarship. The text presents a communication and its reception. A ‘demon’ makes an announcement, and a hearer responds in one way or another. But there is also another narrative altogether, whose conceptual vocabulary comes from a dynamic world-view. In this an interaction of forces leads to a new situation. If the hearer is not crushed by (...) the ‘greatest weight’, there must be an inner force that counteracts its impact. I argue that what Nietzsche calls amor fati is a state that allows our drives to achieve full expression, and so makes possible a collective strength able to withstand the greatest impact. The final sentence refers to a “confirmation and sealing”. What happens is that the demon’s message makes an impression on the receptive hearer. For Nietzsche this is a working metaphor, not a turn of phrase. In a draft from this period he writes: “Let us stamp the image of eternity on our life!” That sudden and forceful act, embodying an evaluative judgement, is the event that GS 341 is all about. (shrink)

In GS, Nietzsche utters for the first time the paradoxical formula that sums up a good deal of his ethical thought: "What does your conscience say?—'You should become who you are'".1 The paradox, of course, lies in the odd juxtaposition of becoming and being: how can one become what one already is? Nietzsche repeats the formula toward the end of the original edition of GS, connecting it explicitly to the idea of self-creation: "We, however, want to become who we are—human (...) beings who are new, unique, incomparable, who give themselves laws, who create themselves!". What exactly such self-creation involves for Nietzsche, how it relates to "who we are," and whether it ultimately coheres as a... (shrink)

The importance of GS for understanding Nietzsche’s philosophy cannot be overestimated. While it can be disputed whether or not modern Nietzsche scholarship started with the revaluation of GS—as the editors claim with Giorgio Colli—the work forms an important link between the early and late writings of Nietzsche and especially Z. Klassiker Auslegen—Interpreting Classics—is a series dedicated to interpreting important works of philosophy as a whole through chapters successively discussing the individual chapters of the work. The book at hand consists of (...) two introductions—one for the volume, another one discussing the genesis of the edition of GS—and eight chapters covering each of the preface, the “Prelude in... (shrink)

Genomic sequencing technologies (GS) pose novel challenges not seen in older genetic technologies, making traditional standards for fully informed consent difficult or impossible to meet. This is due to factors including the complexity of the test and the broad range of results it may identify. Meaningful informed consent is even more challenging to secure in contexts involving significant time constraints and emotional distress, such as when rapid genomic testing (RGS) is performed in neonatal intensive care units. In this article, we (...) propose that informed consent matters not for its own sake, but because obtaining it furthers a range of morally important goals, such as promoting autonomy, well‐being, and trust in medicine. These goals form the basis of a new framework [PROmoting Morally Important Consent Ends (PROMICE)] for assessing the ethical appropriateness of various informed consent models. We illustrate this framework with two examples: (a) a tiered and layered consent model for obtaining consent for GS, and (b) consent for RGS in critically ill newborns. We conclude that appropriately—rather than fully—informed consent provides the correct standard for genomic medicine and research. (shrink)

The neo-Fregean program in the philosophy of mathematics seeks a foundation for a substantial part of mathematics in abstraction principles—for example, Hume’s Principle: The number of Fs D the number of Gs iff the Fs and Gs correspond one-one—which can be regarded as implicitly definitional of fundamental mathematical concepts—for example, cardinal number. This paper considers what kind of abstraction principle might serve as the basis for a neo- Fregean set theory. Following a brief review of the main difficulties confronting the (...) most widely discussed proposal to date—replacing Frege’s inconsistent Basic Law V by Boolos’s New V which restricts concepts whose extensions obey the principle of extensionality to those which are small in the sense of being smaller than the universe—the paper canvasses an alternative way of implementing the limitation of size idea and explores the kind of restrictions which would be required for it to avoid collapse. (shrink)

In the preface to GS, Nietzsche famously exclaims, "Those Greeks were superficial—out of profundity!".1 And he attributes one aspect of this profound superficiality to the Greeks' "respect for the bashfulness [Scham] with which nature has hidden behind riddles and iridescent uncertainties". For Nietzsche, both the Greeks' shame and their respect for shame played important and healthy psychological and social roles. So, Nietzsche praises shame in the sense that "care [Scham] for one's reputation" is characteristic of noble types and a "highly (...) resourceful" emotion. However, Nietzsche also sometimes condemns shame. For example, in the last three aphorisms of Book 3 of GS, he makes... (shrink)

Genomic sequencing (GS) is increasingly used in paediatric medicine to aid in screening, research and treatment. Some health systems are trialling GS as a first-line test in newborn screening programmes. Questions about what to do with genomic data after it has been generated are becoming more pertinent. While other research has outlined the ethical reasons for storing deidentified genomic data to be used in research, the ethical case for storing data for future clinical use has not been explicated. In this (...) paper, we examine the ethical case for storing genomic data with the intention of using it as a lifetime health resource. In this model, genomic data would be stored with the intention of reanalysis at certain points through one’s life. We argue this could benefit individuals and create an important public resource. However, several ethical challenges must first be met to achieve these benefits. We explore issues related to privacy, consent, justice and equality. We conclude by arguing that health systems should be moving towards futures that allow for the sequential interrogation of genomic data throughout the lifespan. (shrink)

Nietzsche employs the concept of pregnancy metaphorically at various points in his writings; discussing the pregnancy of philosophers (GM III 8, BGE 292), spiritual pregnancy (EH, Clever 3; GS 72) and being pregnant with thoughts or deeds (D 552). I explore how Nietzsche uses the notion of pregnancy in Dawn, arguing that it connects to the theme of self-cultivation. I employ the various associations that Nietzsche makes with pregnancy, including the unknown, selfishness, strangeness, and solitude, to elucidate Nietzsche’s understanding of (...) self-cultivation. I show how the metaphor of pregnancy, in which we do not control what we give birth to, both expresses and helps us explore the problem of what, if the self is made up of and directed by many competing drives, shapes and directs self-cultivation. I argue that Nietzsche’s deliberate references to the context of Plato’s discussion of pregnancy involve a self-conscious challenge to Plato’s concept of the philosopher, and of philosophy, and a reimagining of what they will give birth to. The appropriation of Plato’s famous metaphor thus underscores how Nietzsche’s concept and method of self-cultivation contrasts to Plato’s care for the soul and is rooted in attentiveness to the body and its drives. (shrink)

There is wide agreement that community engagement is important for many research types and settings, often including interaction with ‘representatives’ of communities. There is relatively little published experience of community engagement in international research settings, with available information focusing on Community Advisory Boards or Groups (CAB/CAGs), or variants of these, where CAB/G members often advise researchers on behalf of the communities they represent. In this paper we describe a network of community members (‘KEMRI Community Representatives’, or ‘KCRs’) linked to a (...) large multi-disciplinary research programme on the Kenyan Coast. Unlike many CAB/Gs, the intention with the KCR network has evolved to be for members to represent the geographical areas in which a diverse range of health studies are conducted through being typical of those communities. We draw on routine reports, self-administered questionnaires and interviews to: 1) document how typical KCR members are of the local communities in terms of basic characteristics, and 2) explore KCR's perceptions of their roles, and of the benefits and challenges of undertaking these roles. We conclude that this evolving network is a potentially valuable way of strengthening interactions between a research institution and a local geographic community, through contributing to meeting intrinsic ethical values such as showing respect, and instrumental values such as improving consent processes. However, there are numerous challenges involved. Other ways of interacting with members of local communities, including community leaders, and the most vulnerable groups least likely to be vocal in representative groups, have always been, and remain, essential. (shrink)

Frege Arithmetic (FA) is the second-order theory whose sole non-logical axiom is Hume’s Principle, which says that the number of F s is identical to the number of Gs if and only if the F s and the Gs can be one-to-one correlated. According to Frege’s Theorem, FA and some natural definitions imply all of second-order Peano Arithmetic. This paper distinguishes two dimensions of impredicativity involved in FA—one having to do with Hume’s Principle, the other, with the underlying second-order logic—and (...) investigates how much of Frege’s Theorem goes through in various partially predicative fragments of FA. Theorem 1 shows that almost everything goes through, the most important exception being the axiom that every natural number has a successor. Theorem 2 shows that the Successor Axiom cannot be proved in the theories that are predicative in either dimension. (shrink)

The aim of this paper is to shed new light on the logical roots of arithmetic by presenting a logical framework that takes seriously ordinary locutions like ‘at least n Fs’, ‘n more Fs than Gs’ and ‘n times as many Fs as Gs’, instead of paraphrasing them away in terms of expressions of the form ‘the number of Fs’. It will be shown that the basic concepts of arithmetic can be intuitively defined in the language of ALA, and the (...) Dedekind–Peano axioms can be derived from those definitions by logical means alone. It will also be shown that some fundamental facts about cardinal numbers expressed using singular terms of the form ‘the number of Fs’, including Hume’s Principle, can be derived solely from definitions. (shrink)

In the first edition of The Gay Science (GS), Nietzsche proposes that we treat knowledge as unconditionally valuable and life as a tragic quest for truth. In the second edition of GS, he seems to retract this proposal, suggesting that we substitute “incipit parodia” for “incipit tragœdia.” But Nietzsche does not say what he means by “parody,” or what role he believes it should play in our evaluative lives. This article proposes that by introducing parody into GS, Nietzsche intends not (...) only to correct the original text by mocking his earlier treatment of science as tragic, but also to designate parody as a basis for new tasks, duties, and values beyond what science can offer. This article speculates that parodic value creation might consist in the imitation of behaviors and practices associated with preexisting values without the reproduction of the beliefs and feelings corresponding to those practices. (shrink)

Comprehensive Biomedical Research Centre and Centre for Philosophy, Justice and Health, UCL, First Floor, Charles Bell House, 67–73 Riding House Street, London W1W 7EJ, UK. Tel.: +44 (0)20 7679 9417; Fax: +44 (0)20 7679 9426; Email: james-gs.wilson{at}ucl.ac.uk ' + u + '@' + d + ' '//--> . Abstract This paper aims to shed some light on the difficulties we face in constructing a generally acceptable normative framework for thinking about public health. It argues that there are three factors that (...) combine to make theorising about public health difficult, and which when taken together defeat simplistic top-down and bottom-up approaches to the design of public health policies. The first factor is the problem of complex systems, namely that the distribution of health both affects and is affected by the distribution of other goods. The second is the difficulty of defining the goals of public health: we still need to get clear about what we should mean by health in this context, and what the goals of public health should be. The third is that we stand in need of an account of how important health is relative to the importance of other goods that a just society should be trying to secure for its citizens. The paper argues that these problems should lead us to abandon the search for a ‘one-size fits all’ normative framework for thinking about public health. Rather, different approaches will be appropriate at different levels of abstraction. CiteULike Connotea Del.icio.us What's this? (shrink)

Many have claimed that ceteris paribus (CP) laws are a quite legitimate feature of scientific theories, some even going so far as to claim that laws of all scientific theories currently on offer are merely CP. We argue here that one of the common props of such a thesis, that there are numerous examples of CP laws in physics, is false. Moreover, besides the absence of genuine examples from physics, we suggest that otherwise unproblematic claims are rendered untestable by the (...) mere addition of the CP operator. Thus, “CP all Fs are Gs” when read as a straightforward statement of fact, cannot be the stuff of scientific theory. Rather, we suggest that when ``ceteris paribus'' appears in scientific works it plays a pragmatic role of pointing to more respectable claims. (shrink)

Gideon Rosen and Robert Schwartzkopff have independently suggested (variants of) the following claim, which is a varian of Hume's Principle: -/- When the number of Fs is identical to the number of Gs, this fact is grounded by the fact that there is a one-to-one correspondence between the Fs and Gs. -/- My paper is a detailed critique of the proposal. I don't find any decisive refutation of the proposal. At the same time, it has some consequences which many will (...) find objectionable. (shrink)

Creativity is intrinsic to Humanities and STEM disciplines. In the activities of artists and engineers, for example, an attempt is made to bring something new into the world through counterfactual thinking. However, creativity in these disciplines is distinguished by differences in motivations and constraints. For example, engineers typically direct their creativity toward building solutions to practical problems, whereas the outcomes of artistic creativity, which are largely useless to practical purposes, aspire to enrich the world aesthetically and conceptually. In this essay, (...) an artist (DHS) and a roboticist (GS) engage in a cross-disciplinary conceptual analysis of the creative problem of artificial consciousness in a robot, expressing the counterfactual thinking necessitated by the problem, as well as disciplinary differences in motivations, constraints, and applications. We especially deal with the question of why one would build an artificial consciousness and we consider how an illusionist theory of consciousness alters prominent ethical debates on synthetic consciousness. We discuss theories of consciousness and their applicability to synthetic consciousness. We discuss practical approaches to implementing artificial consciousness in a robot and conclude by considering the role of creativity in the project of developing an artificial consciousness. (shrink)

The paper formulates and proves a strengthening of ‘Frege’s Theorem’, which states that axioms for second-order arithmetic are derivable in second-order logic from Hume’s Principle, which itself says that the number of Fs is the same as the number ofGs just in case the Fs and Gs are equinumerous. The improvement consists in restricting this claim to finite concepts, so that nothing is claimed about the circumstances under which infinite concepts have the same number. ‘Finite Hume’s Principle’ also suffices for (...) the derivation of axioms for arithmetic and, indeed, is equivalent to a version of them, in the presence of Frege’s definitions of the primitive expressions of the language of arithmetic. The philosophical significance of this result is also discussed. (shrink)

We want to become those we are—the new, the unique, the incomparable, the self-legislators, the self-creators. [Wir aber wollendie werden, die wir sind—die Neuen, die Einmaligen, die Unvergleickbaren, die Sich-selber-Gesetzgebenden, die Sich-selber-Schaffenden!] (GS 336, 1882)Verily, the individual himself [der Einselne selber] is still the most recent invention. (Z I:15, 1883)My philosophy aims at an ordering of rank: not at an individualistic morality. (WP 287, from the notebooks of 1886–87)If we place ourselves at the end of this tremendous process...,where society and (...) the morality of custom at last reveal what theyhave simply been the means to: then we discover that the ripest fruit is the sovereign individual [souveräne Individuum], like only tohimself, liberated again from the morality of custom, autonomous and supramoral..., in short, the man who has his own independent,protracted will and the right to make promises. (GM II:2, 1887)Every particular individual [ Jeder einzelne] may be regarded as representing the ascending or descending line of life. When onehas decided which, one has thereby established a canon for the value of his egoism. If he represents the ascending line his valueis in fact extraordinary.... If he represents the descending development..., then he can be accorded little value. (TI “Skirmishes”33, 1888)The particular person, the ‘individual’ [Der einzelne, das ‘Individuum’], as people and philosophers have hitherto understood him,is an error: he does not constitute a separate entity, an atom, a ‘link in the chain,’ something merely inherited from the past—heconstitutes the entire single line ‘Mensch’ up to and including himself. (TI “Skirmishes” 33, 1888)Goethe conceived of a strong, highly cultured human being, skilled in all physical accomplishments, who, keeping himself incheck and having reverence for himself, dares to allow himself the whole compass and wealth of naturalness, who is strongenough for this freedom.... A spirit thus emancipated stands in the midst of the universe with a joyful and trusting fatalism, inthe faith that only the particular individual [das Einzelne] may be rejected, that in the totality everything is redeemed and affirmed.... But such a faith is the highest of all possible faiths: I have baptized it with the name Dionysus. (TI “Skirmishes” 49). (shrink)

Some time ago I advanced on the pages of this journal a critique of the interpretation given by Jay L. Garfield and Mark Siderits (hereafter GS) of Nāgārjuna’s doctrine of the two truths (Ferraro, J Indian Philos 41(2):195–219, 2013.1); to my article the two authors responded with a ‘defense of the semantic interpretation’ of the Madhyamaka doctrine of emptiness (GS, J Indian Philos 41(6):655–664, 2013). Their reply, however, could not consider my personal understanding of Nāgārjuna’s notions of śūnyatā and dve (...) satye. My interpretation of these notions was in fact absent in the paper GS responded, and was only related in a second paper of mine (Ferraro, J Indian Philos 41(5):563–590, 2013.2), still unpublished at the time of GS’s drafting of their ‘defense’. Therefore, in the present rejoinder, I found it appropriate, rather than responding point by point to the passages of GS’s reply, to advance a comparison between the semantic interpretation and my ‘realist antimetaphysical’ understanding of Nāgārjuna’s thought. (shrink)

In this paper, I will discuss accounts to solve the problem of induction by introducing necessary connections. The basic idea is this: if we know that there are necessary connections between properties F and G such that F -ness necessarily brings about G-ness, then we are justified to infer that all, including future or unobserved, F s will be Gs. To solve the problem of induction with ontology has been proposed by David Armstrong and Brian Ellis. In this paper, I (...) will argue that these attempts to solve the problem of induction fail. Necessary connections fail to reliably imply the respective regularities for two main reasons: Firstly, according to an argument originally presented by Helen Beebee, the respective necessary connections might be time-limited, and hence do not warrant inferences about future cases. As I will discuss, arguments against the possibility or explanatory power of time-limited necessary connections fail. Secondly, even time-unlimited necessary connections do not entail strict or non-strict regularities, and nor do they allow inferences about individual cases, which is an important function of inductive reasoning. Moreover, the proposed solution to the problem of induction would only apply to a tiny minority of inductive inferences. I argue that most inductive inferences are not easily reducible to the proposed inference pattern, as the vast majority of everyday inductive inferences do not involve necessary connections between fundamental physical properties or essences. (shrink)

Few topics have been addressed through as large a range of perspectives and interests as urban agriculture (UA), yet the literature has been loosely characterized by a divergence and disconnect between research conducted in the global north (GN), and that in the global south (GS). In cities of the global south, UA is widely analyzed through a productivist lens, focusing on food production and individual or household-level contributions of urban farming to food security, household income, and livelihoods. Meanwhile, in cities (...) of the global north, engagement with UA also speaks to food production and food security but is just as often focused on environmental and social movements, civic engagement and justice, and more recently urban sustainability and resiliency. We argue that productivist and post-productivist dichotomies are somewhat displaced as differences between the GN/GS are becoming less pronounced. Furthermore, such a dichotomy reinforces assumptions about the nature of urbanization itself, eliding both the commonalities among urban spaces and specificities that come from each place. By examining how UA is approached and written about in different contexts, we hope to highlight the gaps, but also to illustrate convergent themes, particularly those that increasingly characterize contemporary UA research. After elaborating on these tensions, we will build on the increasing relevance of the convergences by suggesting some potentially fruitful future directions for UA research. We conclude with ideas about how novel theoretical concepts might be used to identify overlapping themes in useful and insightful ways, and to increase the significance and reach of UA research. (shrink)

This article proposes a third way of reading Nietzsche's remarks on women, one that goes beyond misogyny and metaphor. Taking the depiction of women in the works of the middle period at face value shows that these works neither entirely demean women nor exclude them from the higher life. Nietzsche's middle period comprises HAH (1879-80, which includes "Assorted Opinions and Maxims" and "The Wanderer and His Shadow"), D (1881) and GS (1882). The works of this period do not disqualify women (...) from free spirithood, for some of their passages can be read as befitting some women of the future for this honour. (shrink)

A brief, non-technical introduction to technical and philosophical aspects of Frege's philosophy of arithmetic. The exposition focuses on Frege's Theorem, which states that the axioms of arithmetic are provable, in second-order logic, from a single non-logical axiom, "Hume's Principle", which itself is: The number of Fs is the same as the number of Gs if, and only if, the Fs and Gs are in one-one correspondence.

Two thoughts about the concept of number are incompatible: that any zero or more things have a number, and that any zero or more things have a number only if they are the members of some one set. It is Russell's paradox that shows the thoughts incompatible: the sets that are not members of themselves cannot be the members of any one set. The thought that any things have a number is Frege's; the thought that things have a number only (...) if they are the members of a set may be Cantor's and is in any case a commonplace of the usual contemporary presentations of the set theory that originated with Cantor and has become ZFC.In recent years a number of authors have examined Frege's accounts of arithmetic with a view to extracting an interesting subtheory from Frege's formal system, whose inconsistency, as is well known, was demonstrated by Russell. These accounts are contained in Frege's formal treatise Grundgesetze der Arithmetik and his earlier exoteric book Die Grundlagen der Arithmetik. We may describe the two central results of the recent re-evaluation of his work in the following way: Let Frege arithmetic be the result of adjoining to full axiomatic second-order logic a suitable formalization of the statement that the Fs and the Gs have the same number if and only if the F sand the Gs are equinumerous. (shrink)