The sense of agency – the subjective feeling of being in control of our own actions – is one central aspect of the phenomenology of action. Computational models provided important contributions toward unveiling the mechanisms underlying the sense of agency in individual action. In particular, the sense of agency is believed to be related to the match between the actual and predicted consequences of our own actions. In the study of joint action, models are even more necessary to understand the (...) mechanisms underlying the development of coordination strategies and how the subjective experiences of control emerge during the interaction. In a joint action, we not only need to predict the consequences of our own actions; we also need to predict the actions and intentions of our partner, and to integrate these predictions to infer their joint consequences. Understanding our partner and developing mutually satisfactory coordination strategies are key components of joint action and in the development of the sense of joint agency. Here we discuss a computational architecture which addresses the sense of agency during intentional, real-time joint action. We first reformulate previous accounts of the sense of agency in probabilistic terms, as the combination of prior beliefs about the action goals and constraints, and the likelihood of the predicted movement outcomes. To look at the sense of joint agency, we extend classical computational motor control concepts - optimal estimation and optimal control. Regarding estimation, we argue that in joint action the players not only need to predict the consequences of their own actions, but also need to predict partner’s actions and intentions and to integrate these predictions to infer their joint consequences. As regards action selection, we use differential game theory – in which actions develop in continuous space and time - to formulate the problem of establishing a stable form of coordination and as a natural extension of optimal control to joint action. The resulting model posits two concurrent observer-controller loops, accounting for ‘joint’ and ‘self’ action control. The two observers quantify the likelihoods of being in control alone or jointly. Combined with prior beliefs, they provide weighing signals which are used to modulate the ‘joint’ and ‘self’ motor commands. We argue that these signals can be interpreted as the subjective sense of joint and self agency. We demonstrate the model predictions by simulating a sensorimotor interactive task where two players are mechanically coupled and are instructed to perform planar movements to reach a shared final target by crossing two differently located intermediate targets. In particular, we explore the relation between self and joint agency and the information available to each player about their partner. The proposed model provides a coherent picture of the inter-relation of prediction, control, and the sense of agency in a broader range of joint actions. (shrink)

At the very beginning of L’Homme-Machine, La Mettrie claims that Leibnizians with their monads have “rather spiritualized matter than materialized the soul”; a few years later Pierre-Louis Moreau de Maupertuis, President of the Berlin Academy of Sciences and natural philosopher with a strong interest in the modes of transmission of ‘genetic’ information, conceived of living minima which he termed molecules, “endowed with desire, memory and intelligence,” in his Système de la nature ou Essai sur les corps organisés. This text first (...) appeared in Latin in 1751 under the title Dissertatio inauguralis metaphysica de universali naturae systemate, with the pseudonym Dr Baumann; it was translated by Maupertuis in 1754 as Essai sur la formation des corps organisés and was later included in his 1756 Œuvres under the title Système de la nature. Now, it is clear that Maupertuis was a kind of Leibnizian; and that his molecule possessed higher-level, ‘mental’ properties. In that sense he falls under the first category described by La Mettrie. But he was also involved in a debate on this issue with Diderot, who put forth a sustained critique of Maupertuis’ theory of the molecule in the additions to his 1753 Pensées sur l’interprétation de la nature. Where Maupertuis attributes higher-level properties to his living minima, Diderot argues that these properties are ‘organizational’, i.e., they can only be properties of the whole. At issue here is the degree of commitment to a form of materialism. (shrink)

Transplantation is a medically successful and cost-effective way to treat people whose organs have failed--but not enough organs are available to meet demand. T. M. Wilkinson explores the major ethical problems raised by policies for acquiring organs. Key topics include the rights of the dead, the role of the family, and the sale of organs.

T. S. Champlin; VII*—Tendencies, Proceedings of the Aristotelian Society, Volume 91, Issue 1, 1 June 1991, Pages 119–134, https://doi.org/10.1093/aristotelian/9.

T. L. S. Sprigge; I *—The Presidential Address: The Unreality of Time, Proceedings of the Aristotelian Society, Volume 92, Issue 1, 1 June 1992, Pages 1–20, htt.

Why should Aristotle reject his own criteria for a science to admit this puzzling science of being? Or does he really reject them? Perhaps the science of being is not intended to be a universal science of the type rejected elsewhere. The Metaphysics and the Organon are not concerned with exactly the same questions; and verbal differences may not reflect real or important doctrinal conflicts.

T.L.S. Sprigge; VIII*—Intrinsic Connectedness, Proceedings of the Aristotelian Society, Volume 88, Issue 1, 1 June 1988, Pages 129–146, https://doi.org/10.1093/.

In this paper I want to suggest that, while the argued philosophical distinction between logic, epistemolgoy and ontology is one of the many achievements of Aristotle, his predecessor Parmenides was in fact already operating with a theory of knowledge and an elementary propositional logic that are of abiding philosophical interest. As part of the thesis I shall be obliged to reject a number of interpretations of particular passages in his poem, including one or two currently fashionable ones. Since so much (...) turns on points of translation, I note for purposes of comparison what seem to be significant alternatives to my own in any particular instance. The line numbers are those of the DK text. (shrink)

What is the highest good actually good for in Kant’s third Critique? While there are well-worked out answers to this question in the literature that focus on the highest good’s practical importance, this paper argues that there is an important function for the highest good that has to do exclusively with contemplation. This important function becomes clear once one notices that coherent [konsequent] thinking, for Kant, was synonymous with "bündiges" thinking, and that both are connected with the highest good in (...) the third Critique’s moral proof for God’s existence. I show that the original meaning of "bündig," which is from the carpentry trade and has been forgotten, illuminates the stakes of the highest good in Kant’s system. For us, as proverbial carpenters of reason, coherence is essential for the intellectual activity of constructing a philosophical worldview in his transcendental idealism. I motivate the reading further by showing how this function can neatly reconstruct Kant’s proof for God’s existence in the third Critique. I conclude by sketching Kant’s reasons for why the project of creating a coherent worldview grounded in the highest good is worth the labor costs. (shrink)

The "Dutch Book" argument, tracing back to Ramsey and to deFinetti, offers prudential grounds for action in conformity with personal probability. Under several structural assumptions about combinations of stakes, your betting policy is coherent only if your fair odds are probabilities. The central question posed here is the following one: Besides providing an operational test of coherent betting, does the "Book" argument also provide for adequate measurement of the agents degrees of beliefs? That is, are an agent's fair odds also (...) his/her personal probabilities for those events? We argue the answer is "No!" The problem is caused by the possibility of state dependent utilities. (shrink)

Relations computed by finite-state transducers are applied to interpret temporal propositions in terms of strings representing finite contexts or situations. Carnap–Montague intensions mapping indices to extensions are reformulated as relations between strings that can serve as indices and extensions alike. Strings are related according to information content, temporal span and granularity, the bounds on which reflect the partiality of natural language statements. That partiality shapes not only strings-as-extensions (indicating what statements are about) but also strings-as-indices (underlying truth conditions).

Auditors' virtue comprises those qualities of character that manifest the ideals of the audit community ), and are instrumental in ensuring that auditors' professional judgment is exercised according to a high moral standard ). Nevertheless, the lack of valid and reliable quantitative measures of auditors' virtue impedes research that furthers our understanding of how best to promote virtue in the audit community. To address this gap, we develop two measures of auditors' virtue. We report the results of the validity and (...) reliability of the scales. In addition, we use the findings from the administration of these scales to professional accountants to refine and validate the theoretical characterization of virtues developed by Pincoffs and Libby and Thorne. In so doing, this study provides a foundation by which future audit research can study ways to ensure that auditors' virtue is promoted throughout the audit community. (shrink)

Can there be a moral philosophy which combines Christianity and consequentialism? John Stuart Mill himself claimed that these positions were, at the least, not mutually exclusive, and quite possibly even congenial to one another; and some recent work by Christian philosophers in America has resurrected this claim. But there is a simple argument to show that consequentialism and orthodox Christianity are not so much as jointly assertible.

IT HAS OFTEN BEEN SUPPOSED that Aristotle's account of thought and action imposes severe limits on the functions and scope of practical reason; and insofar as Thomas Aquinas accepts Aristotle's account, he seems to be forced into the same restrictive view of practical reason. Practical reason expresses itself primarily in deliberation ; and the virtue that uses practical reason correctly is the deliberative virtue of prudence. Aristotle believes that deliberation is confined to means to ends, while will is focused on (...) ends. Some ends that are assumed on some occasions may on other occasions also count as means to more ultimate ends; but it seems that the most ultimate ends must be taken for granted in any deliberation. Since every deliberation must take for granted some end to which the deliberation finds means, the conclusions of rational deliberation must ultimately be about means to ultimate ends that are not themselves subject to practical reason. (shrink)

An important contribution to the foundations of probability theory, statistics and statistical physics has been made by E. T. Jaynes. The recent publication of his collected works provides an appropriate opportunity to attempt an assessment of this contribution.

THE PURE INTUITIONS OF SPACE AND TIME and the pure concepts of understanding are the two basic elements in Kant's critical philosophy. Whereas his account of pure intuitions is relatively straightforward, his theory of categories is quite complicated. When he presents space and time as two forms of intuition, he never sees the need to prove that there are no other forms of intuition than these two. But when he presents his table of categories, he tries to prove its completeness (...) in one of the most obscure chapters of the first Critique, known as the "Metaphysical Deduction." Kant complicates his picture of categories by claiming two different functions for them: the logical and the real. The obscurity surrounding the relation of these two functions is the chief obstacle for understanding the "Transcendental Deduction," perhaps the most controversial chapter of the Critique. He further aggravates the problem in the "Schematism," perhaps the most oracular chapter of the Critique, by producing a set of categories quite different from the original set given in the "Metaphysical Deduction.". (shrink)

A pO -algebra $${(L; f, \, ^{\star})}$$ is an algebra in which ( L ; f ) is an Ockham algebra, $${(L; \, ^{\star})}$$ is a p -algebra, and the unary operations f and $${^{\star}}$$ commute. Here we consider the endomorphism monoid of such an algebra. If $${(L; f, \, ^{\star})}$$ is a subdirectly irreducible pK 1,1 - algebra then every endomorphism $${\vartheta}$$ is a monomorphism or $${\vartheta^3 = \vartheta}$$ . When L is finite the endomorphism monoid of L is (...) regular, and we determine precisely when it is a Clifford monoid. (shrink)