Once symbolized by a burning armchair, experimental philosophy has in recent years shifted away from its original hostility to traditional methods. Starting with a brief historical review of the experimentalist challenge to traditional philosophical practice, this chapter looks at research undercutting that challenge, and at ways in which experimental work has evolved to complement and strengthen traditional approaches to philosophical questions.

Our view is that the folk concept of knowing how is more complicated than many epistemologists assume. We present four studies that go some way towards supporting our view—that the folk concept of knowledge-how is a philosophical hybrid, comprising both intellectualist and anti-intellectualist features. One upshot is, if we are going to award a presumptive status to philosophical theories of know-how that best accord with the folk concept, it ought to go to those that combine intellectualist and anti-intellectualist elements.

We present experimental results that support the claim that the folk concept of knowledge how is an epistemological hybrid, encompassing both intellectualist and praxist elements.

This document contains the appendices, which provides the stimulus materials, for the four studies reported in: Gonnerman, Mortensen, & Robbins (forthcoming). KNOWING HOW as a philosophical hybrid. Synthese. -/- .

This article is intended to raise the question of whether sacrifice can be regarded as constituting a deep ethical structure in the relationship between patient and carer. The significance of sacrifice in a patient-carer relationship cannot, however, be fully understood from the standpoint of the consistently utilitarian ethic that characterizes today’s ethical discourse. Deontological ethics, with its universal principles, also does not provide a suitable point of departure. Ethical recommendations and codices are important and can serve as general sources of (...) knowledge when making decisions, but they should be supplemented by an ethic that takes into consideration contextual and situational factors that make every encounter between patient and carer unique. Caring science research literature presents, on the whole, general agreement on the importance of responsibility and devotion with regard to sense of duty, warmth and genuine engagement in caring. That sacrifice may also constitute an important ethical element in the patient-carer relationship is, however, a contradictory and little considered theme. Caring science literature that deals with sacrifice/self-sacrifice indicates contradictory import. It is nevertheless interesting to notice that both the negative and the positive aspects bring out the importance of the concept for the professional character of caring. The tradition of ideas in medieval Christian mysticism with reference to Lévinas’ ethic of responsibility offers a deeper perspective in which the meaningfulness of sacrifice in the caring relationship can be sought. The theme of sacrifice is not of interest merely as a carer’s ethical outlook, but sacrifice can also be understood as a potential process of transformation towards health. The instinctive or conscious experience of sacrifice on the part of the individual patient can, on a symbolic level, be regarded as analogous to the cultic or religious sacrifice aiming at atonement. Sacrifice appears to the patient as an act of transformation to achieve atonement and healing. Atonement then implies finding meaningfulness in one’s suffering. The concept of sacrifice, understood in a novel way, opens up a deeper dimension in the understanding of suffering and makes caring in ‘the patient’s world’ possible. (shrink)

Our traditional ways of thinking about politics and society are becoming obsolete. We need some new points of reference in order to re-imagine the possible character, growth, and functioning of our private and common life. Such re-imagination would imply doing away with every-man-for-himself individualism as well as consumption-makes-me-happy materialism and the-state-will-take-care-of-it passivity. There is an alternative: Personalism is a forgotten, yet golden perspective on humanity that seeks to describe what a human being is and to then draw the social consequences. (...) Personalism builds upon the thinking of Martin Buber and Emmanuel Levinas, among others, and has been a source of inspiration for Martin Luther King, Desmond Tutu, and other important personalities in recent history. According to personalism, humans are relational and engaged and possess dignity. The person and the relationship amongst persons are the universal point of departure: Human beings have inherent dignity, and good relationships amongst humans are crucial for the good, engaged life and for a good society. Personalism has been greatly neglected in Western political thought. In this book, Jonas Norgaard Mortensen attempts to introduce personalism while simultaneously demonstrating its historical origins, acquainting the reader with its thinkers and those who have practiced it, and showing that personalism has a highly relevant contribution to make in the debate about today's social and political developments. (shrink)

This paper investigates the topological construction of Wedge Sum, with the aim of showing that it can be done mathematically, via a quotient construction, or logically, via Merge. Consistent and Inconsistent versions are given, while noting that the natural outcome of Merging is an inconsistent theory. Finally it is observed that algebraic constructions can also be treated via Merge, where the extra functionality makes for various triviality and non-triviality results.

The paper addresses the issue of a relatively new institution of criminal procedural law in Latvia. The article is relevant due to the need for an effective mechanism for the objective possibility of realization of the right person for the completion of the criminal process in a reasonable time. Analysis of the European Court of Human Rights has allowed some conclusions that should be considered when investigating criminal cases.

This is the first book dealing with the reception of Soren Kierkegaard in Japan. It may seem strange that the Danish philosopher, theologian and writer, who is renowned in the western world as individualist and the existentialist, has been read and studied in Japan since the turn of century. The aim of this study is to explain why the Japanese came to read Kierkegaard, how several religious and non-religious lines of reception developed, and why he is still of current interest (...) in postmodern Japan. (shrink)

In my paper, I will argue that in the liberal tradition of thinking, illiberal practices of minority groups cannot be supported without interventions that already liberalize illiberal cultures. For example, positive group rights have to be evaluated in ways that demand democratization. Moreover, nonintervention with conditions, such as the right of exit, will fail to be noninterventive if taken seriously because illiberal treatment of individuals diminishes their ability to actualize their rights of exit. In addition, nonintervention as a basis of (...) cultural preservation is based on a view of culture that is misleading in portraying minority cultures as entities where changes in the group could be differentiated into internal and external. I will claim that intervention is not as intrusive as often perceived, and, moreover, can be crucial for the wellbeing of women. (shrink)

Paraconsistent logic, logic in which inconsistent information does not deliver arbitrary conclusions, is one of the fastest growing areas of logic, with roots in profound philosophical issues, and applications in information processing and philosophy of science. This book contains selected papers presented at the First World Congress on Paraconsistency, held in Ghent in 1997. It contains papers on various aspects of the subject. As such, it should be of interest to all who want to learn what the subject is, and (...) where it is going. (shrink)

First, we consider an argument due to Popper for maximal strength in choice of logic. We dispute this argument, taking a lead from some remarks by Susan Haack; but we defend a set of contrary considerations for minimal strength in logic. Finally, we consider the objection that Popper presupposes the distinctness of logic from science. We conclude from this that all claims to logical truth may be in equal epistemological trouble.

Dirac’s treatment of his well known Delta function was apparently inconsistent. We show how to reconstruct his reasoning using the inconsistency-tolerant technique of Chunk and Permeate. In passing we take note of limitations and developments of that technique.

Sven Erik Nordenbo; Bildung and the Thinking of Bildung, Journal of Philosophy of Education, Volume 36, Issue 3, 16 December 2002, Pages 341–352, https://doi.or.

One of Arthur Prior’s constructions of the relational calculus for times within tense logic plus propositional quantifiers is considered using Malcolm Rennie’s multimodal semantics and found wantin...

This paper develops in certain directions the work of Meyer in [3], [4], [5] and [6]. In those works, Peano’s axioms for arithmetic were formulated with a logical base of the relevant logic R, and it was proved finitistically that the resulting arithmetic, called R♯, was absolutely consistent. It was pointed out that such a result escapes incau- tious formulations of Goedel’s second incompleteness theorem, and provides a basis for a revived Hilbert programme. The absolute consistency result used as a (...) model arithmetic modulo two. Modulo arithmetics are not or- dinarily thought of as an extension of Peano arithmetic, since some of the propositions of the latter, such as that zero is the successor of no number, fail in the former. Consequently a logical base which, unlike classical logic, tolerates contradictory theories was used for the model. The logical base for the model was the three-valued logic RM3, which has the advantage that while it is an extension of R, it is finite valued and so easier to handle. The resulting model-theoretic structure is interesting in its own right in that the set of sentences true therein consti- tutes a negation inconsistent but absolutely consistent arithmetic which is an extension of R♯. In fact, in the light of the result of [6], it is an extension of Peano arithmetic with a base of a classical logic, P♯. A generalisation of the structure is to modulo arithmetics with the same logical base RM3, but with varying moduli. We first study the properties of these arithmetics in this paper. The study is then generalised by vary- ing the logical base, to give the arithmetics RMni, of logical base RMn and modulus i. Not all of these exist, however, as arithmetical properties and logical properties interact, as we will show. The arithmetics RMni give rise, on intersection, to an inconsistent arithmetic RMω which is not of modulo i for any i. We also study its properties, and, among other results, we show by finitistic means that the more natural relevant arithmetics R♯ and R♯♯ are incomplete. In the rest of the paper we apply these techniques to several topics, particularly relevant quantum arithmetic in which we are able to show that the law of distribution remains unprovable. Aside from its intrinsic interest, we regard the present exercise as a demonstration that inconsistent theories and models are of mathematical worth and interest. (shrink)

The article addresses the emerging framework of ‘positioning theory’, which has become influential in educational theory. We will present the central concepts and ideas of ‘positioning theory’ and subsequently how they are being used to contribute to educational theory. We will focus on an article by Svend Brinkmann where he uses ‘positioning theory’ as the foundation for moral education. Seemingly, Brinkmann uses ‘positioning theory’ rather uncritically in an attempt to ‘strengthen’ the educational process by introducing fixed categorisations and concepts to (...) it. Contrary to this approach, we will use the educational theories of Knud Grue-Sørensen and Gert Biesta to emphasise how we instead should recognise what is here defi ned as the ‘weakness’ of educational theory, and how we have to consider both the adaptive element of education as well as the emancipatory element of it. (shrink)

The paper examines connections between ontology and finance. The ontological debates concerning the role of finance are examined between two opposing schools of thought that can be labelled, very broadly, ‘instrumentalist’ and ‘realist’. These two schools of thought have had momentous repercussions in understanding what is a good society. Each school defines Nature in particular ways which can be explored using ontology and philosophical insight. Our theoretical investigation aims to accommodate Nature in community financial deliberations. A positive role for government (...) is advocated to finance environmental infrastructure initiatives. For example, precautionary strategies to address climate change must be funded. New roles for finance and government are proposed to align human relationships with Nature. Environmental precautionary principles must be developed in conjunction with finance theory to maintain decent standards of living for all. Reliance on impersonal market forces will not be enough to save the planet given the power of some over the many in the neoliberal arena. (shrink)

This paper argues that it will be important for new genomic technologies to recognize the limits of traditional approaches to informed consent, so that other-regarding implications of genomic information can be properly contextualized and individual rights respected. Respect for individual autonomy will increasingly require dynamic consideration of the interrelated dimensions of individual and broader community interests, so that the interests of one do not undermine fundamental interests of the other. In this, protection of individual rights will be a complex interplay (...) between individual and community concerns. (shrink)

Auditory stimulation training (AST) has been proposed as a potential treatment for chil-dren with specific language impairments (SLI). The current study was designed to test this as-sumption by using an AST with technically modulated musical material (ASTM) in a random-ized control group design. A total of 101 preschool children (62 male, 39 females; mean age = 4.52 years, SD = 0.62) with deficits in speech comprehension and poor working memory ca-pacity were randomly allocated into one of two treatment groups or (...) a control group. Children in the ASTM group (n = 40) received three 30-minute sessions per week over 12 weeks, whereas children in the comparison group received pedagogical activities during these intervals (n = 24). Children in the control group (n = 37) received no treatment. Working memory, phoneme dis-crimination and speech perception skills were tested prior to (baseline) and after treatment. Chil-dren in the ASTM group showed significantly greater working memory capacity, speech per-ception, and phoneme discrimination skills after treatment, whereas children in the other groups did not show such improvement. Taken together, these results suggest that ASTM can enhance auditory cognitive performance in children with SLI. (shrink)

This paper explores the model theory of relevant arithmetic, emphasizing the structure of nonstandard natural numbers in the relevant arithmetic R#. In particular, the authors prove the “Alien Intruder Theorem” guaranteeing the existence of a model of R# including the rational numbers in which each rational acts as a nonstandard natural number. The authors conclude by considering some consequences of and open questions about the construction used in the theorem.

This paper develops in certain directions the work of Meyer in [3], [4], [5] and [6] (see also Routley [10] and Asenjo [11]). In those works, Peano’s axioms for arithmetic were formulated with a logical base of the relevant logic R, and it was proved finitistically that the resulting arithmetic, called R♯, was absolutely consistent. It was pointed out that such a result escapes incau- tious formulations of Goedel’s second incompleteness theorem, and provides a basis for a revived Hilbert programme. (...) The absolute consistency result used as a model arithmetic modulo two. Modulo arithmetics are not or- dinarily thought of as an extension of Peano arithmetic, since some of the propositions of the latter, such as that zero is the successor of no number, fail in the former. Consequently a logical base which, unlike classical logic, tolerates contradictory theories was used for the model. The logical base for the model was the three-valued logic RM3 (see e.g. [1] or [8]), which has the advantage that while it is an extension of R, it is finite valued and so easier to handle. The resulting model-theoretic structure (called in this paper RM32) is interesting in its own right in that the set of sentences true therein consti- tutes a negation inconsistent but absolutely consistent arithmetic which is an extension of R♯. In fact, in the light of the result of [6], it is an extension of Peano arithmetic with a base of a classical logic, P♯. A generalisation of the structure is to modulo arithmetics with the same logical base RM3, but with varying moduli (called RM3i here). We first study the properties of these arithmetics in this paper. The study is then generalised by vary- ing the logical base, to give the arithmetics RMni, of logical base RMn and modulus i. Not all of these exist, however, as arithmetical properties and logical properties interact, as we will show. The arithmetics RMni give rise, on intersection, to an inconsistent arithmetic RMω which is not of modulo i for any i. We also study its properties, and, among other results, we show by finitistic means that the more natural relevant arithmetics R♯ and R♯♯ are incomplete (whether or not consistent and recursively enumerable). In the rest of the paper we apply these techniques to several topics, particularly relevant quantum arithmetic in which we are able to show (unlike classical quantum arithmetic) that the law of distribution remains unprovable. Aside from its intrinsic interest, we regard the present exercise as a demonstration that inconsistent theories and models are of mathematical worth and interest. (shrink)

This paper criticises necessitarianism, the thesis that there is at least one necessary truth; and defends possibilism, the thesis that all propositions are contingent, or that anything is possible. The second section maintains that no good conventionalist account of necessity is available, while the third section criticises model theoretic necessitarianism. The fourth section sketches some recent technical work on nonclassical logic, with the aim of weakening necessitarian intuitions and strengthening possibilist intuitions. The fifth section considers several a prioristic attempts at (...) demonstrating that there is at least one necessary proposition and finds them inadequate. The final section emphasises the epistemic aspect of possibilism. (shrink)

A typical theorem of conaexive logics is Aristotle''s Thesis(A), (AA).A cannot be added to classical logic without producing a trivial (Post-inconsistent) logic, so connexive logics typically give up one or more of the classical properties of conjunction, e.g.(A & B)A, and are thereby able to achieve not only nontriviality, but also (negation) consistency. To date, semantical modellings forA have been unintuitive. One task of this paper is to give a more intuitive modelling forA in consistent logics. In addition, while inconsistent (...) but nontrivial theories, and inconsistent nontrivial logics employing prepositional constants (for which the rule of uniform substitution US fails), have both been studied extensively within the paraconsistent programme, inconsistent nontrivial logics (closed under US) do not seem to have been. This paper gives sufficient conditions for a logic containingA to be inconsistent, and then shows that there is a class of inconsistent nontrivial logics all containingA. A second semantical modelling forA in such logics is given. Finally, some informal remarks about the kind of modellingA seems to require are made. (shrink)