The article focuses on Vincenzo Cuoco’s attempt to learn theoretical and political lessons from the failed Neapolitan Revolution of 1799. His Saggio storico sought to steer a course between revolution and reaction, arguing that practical reforms should be couched in terms that reflected traditional understandings within Neapolitan popular culture. He highlighted the responsibility of political leaders to shape popular culture rather than to impose ‘ideal’ solutions to political questions. The position he espoused became a dominant motif in later liberal (...) nationalist positions, enabling moderates to champion constitutional reform without embarking on radical economic and social change. (shrink)

Starting from the 13th century, the question of defining theology as a science gained prominence within a new epistemological reflection on the discipline. It has been hypothesized that the availability of new translations of Aristotelian works significantly contributed to the growing interest among theologians in the theory of science. One of the most prominent intellectuals who recognized the necessity of defining theology as a science and outlining its boundaries and investigative methods in relation to other disciplines, was Albert the Great (...) (d. 1280). Numerous studies have been dedicated to exploring Albert’s treatment of this subject since the 1930s. However, little to no attention has been given to the role played by Arabic sources, particularly the works of Avicenna (Ibn Sīnā, d. 1037), the philosopher and polymath of Persian origin, in shaping Albert’s own definition of theology as a science. This contribution concentrates on the analysis of a section of the Summa Theologiae (Treatise I, quaestio V, chapter 3), with particular emphasis on the ‘translation’ of the logical-argumentative method from its domain of application in scientific and philosophical research to the branch of theology dedicated to safeguarding Christian doctrine against the criticisms and the attacks of heretics. The aim is to analyze how Albert accomplished this translation of the method of inquiry by drawing parallels between the defence of the principles of philosophical inquiry, which is a primary concern of metaphysics, and the defence of the articles of faith in theology. It is by reconciling sources from both the Christian and the Arabo-Islamic traditions that Albert claims the use of a form of dialectic argumentation within theology. (shrink)

In this paper, I present two crucial problems for Wolff’s metaphysics of quantities: 1) The structural identification problem and 2) the Pythagorean problem. The former is the problem of uniquely defining a general algebraic structure for all quantities; the latter is the problem of distinguishing physical quantitative structure from mathematical quantities. While Wolff seems to have a consistent and elegant solution to the first problem, the second problem may put in jeopardy his metaphysical view on quantities as spaces. After drawing (...) a parallelism between Wolff’s treatment of quantitative structures and Frege’s conception of quantitative domain, I propose a solution to the Pythagorean problem based on the idea that mathematical structures are the result of applying an abstraction principle on physical quantitative structures. In particular, I propose the view that abstraction may be seen as the operation of structure determination which transforms concrete physical quantities (i.e. undetermined structures) into abstract mathematical quantities (fully determined structures of thin and shallow objects). Keywords: Metaphysics of Quantities, Abstraction Principles, Locationism. (shrink)

En dépit de ce que le titre semble en première lecture suggérer, le livre d’Aurélien Robert (= A. R.), Épicure aux Enfers, est moins la reconstruction d’une damnation, que l’histoire d’un dédoublement : le constat initial procède de la scission entre la dimension historique d’Épicure, sa pensée -essentiellement eudémonique- et l’image injustifiée d’athée et hédoniste qui a connu un large succès au Moyen Âge et a, pendant longtemps, effacé son profil historique pour se substituer à lui. Le liv...

Quest'opera fa parte di un più vasto lavoro di ricerca sul neo-idealismo italiano in rapporto alla politica. Il titolo - filosofia e politica - è di per sé significativo: sta a indicare chiaramente la direzione e il tipo dell'indagine, che non è empirica ma trascendentale, non riguarda cioè la dottrina politica e le scelte pratiche di Croce, staccate dall'organismo del pensiero in cui s'incorporano e analizzate alla luce di alcune categorie, magari psicologiche e sociologiche; ma riguarda i presupposti teoretici che (...) stanno a fondamento di quella dottrina e di quelle scelte. Scartato, perché fuorviante, il metodo di quelle due «false scienze» che sono la psicologia e la sociologia, l'Autore ha tentato un discorso schiettamente filosofico, che è poi discorso di fondazione e di deduzione. Per questo è stato necessario procedere a una lettura integrale di Croce, avendo in una mano l'esperienza dei «testi» e nell'altra quella categoria della «totalità», che è più facile da invocare che da impiegare. Ma è stato necessario anche dare al lavoro un «taglio» particolare, in modo da evitare le semplificazioni eccessive e le sintesi sommarie, per andare direttamente al cuore dei problemi. L'impostazione metodologica ha richiesto da una parte l'adesione all'universo spirituale dell'autore studiato, e dall'altra l'obiettivo distaccato scientifico: due condizioni fondamentali, queste, che solo in apparenza si escludono, perché in realtà si conciliano riassumendosi nel concetto di «critica interna». DAL TESTO - "A ragione Croce afferma che il liberalismo è grandemente debitore all'estetica e alla filosofia dell'economia che hanno asserito la spiritualità del corpo, l'interiorità dell'oggetto nel soggetto, sì che il suo destino è legato a quelle due scienze che unificando Dio e mondo, idea e fatto, garantiscono, contro ogni disposizione autoritaria, la spontaneità e i contrasti delle forze spirituali; e a ragione afferma che l'autoritarismo politico e morale si congiunge a tutte quelle concezioni che hanno un riferimento trascendente e oltremondano. (da Archiviostorico.info). Ristampa del libro edito da Bulzoni, nel 1976. (shrink)

This essay analyzes the work of Paolo Prodi (1932–2016), which is characterised by a constant reflection on secularisation. As a democratic Catholic, he explored the relationship between the Roman Church and the modern world starting from the Council of Trent and from the dual figure of the pope as a temporal ruler and spiritual guide. His original contribution concerned the conflict between law and conscience: a problem that led him to design a triptych of books on the foundations of the (...) western world. He was influenced not only by Verfassungsgeschichte (German constitutional history), but also by Harold Berman. If for Weber the modern world was born from the Reformation, for Berman it was the ‘Gregorian revolution’ that changed the fate of Latin Europe. For Prodi, too, the medieval conflict between canon and civil law introduced a peculiar structure in Europe that would last until the triumph of the nation states and the so-called ‘political religions’. In his three books (the first dedicated to the oath, the second to justice, the last to economics), Prodi placed at the centre of his analysis the notion of forum; the history of moral theology and casuistry and the relationship between penitence and justice. (shrink)

This paper outlines an account of conditionals, the evidential account, which rests on the idea that a conditional is true just in case its antecedent supports its consequent. As we will show, the evidential account exhibits some distinctive logical features that deserve careful consideration. On the one hand, it departs from the material reading of ‘if then’ exactly in the way we would like it to depart from that reading. On the other, it significantly differs from the non-material accounts which (...) hinge on the Ramsey Test, advocated by Adams, Stalnaker, Lewis, and others. (shrink)

In this paper we are concerned about the ways GCH can fail in relation to rank-into-rank hypotheses, i.e., very large cardinals usually denoted by I3, I2, I1 and I0. The main results are a satisfactory analysis of the way the power function can vary on regular cardinals in the presence of rank-into-rank hypotheses and the consistency under I0 of the existence of j:Vλ+1≺Vλ+1\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$${j : V_{\lambda+1} {\prec} V_{\lambda+1}}$$\end{document} with the failure of GCH (...) at λ\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$${\lambda}$$\end{document}. (shrink)

In his late years, Thomas Kuhn became interested in the process of scientific specialization, which does not seem to possess the destructive element that is characteristic of scientific revolutions. It therefore makes sense to investigate whether and how Kuhn’s insights about specialization are consistent with, and actually fit, his model of scientific progress through revolutions. In this paper, I argue that the transition toward a new specialty corresponds to a revolutionary change for the group of scientists involved in such a (...) transition. I will clarify the role of the scientific community in revolutionary changes and characterize the incommensurability across specialties as possessing both semantic and methodological aspects. The discussion of the discovery of the structure of DNA will serve both as an illustration of my main argument and as reply to one criticism raised against Kuhn—namely, that his model cannot capture cases of revolutionary yet non-disruptive episodes of scientific progress. Revisiting Kuhn’s ideas on specialization will shed new light on some often overlooked features of scientific change. (shrink)

The paper lists several editions of Euclid’s Elements in the Early Modern Age, giving for each of them the axioms and postulates employed to ground elementary mathematics.

Epistemologists and philosophers of science have often attempted to express formally the impact of a piece of evidence on the credibility of a hypothesis. In this paper we will focus on the Bayesian approach to evidential support. We will propose a new formal treatment of the notion of degree of confirmation and we will argue that it overcomes some limitations of the currently available approaches on two grounds: (i) a theoretical analysis of the confirmation relation seen as an extension of (...) logical deduction and (ii) an empirical comparison of competing measures in an experimental inquiry concerning inductive reasoning in a probabilistic setting. (shrink)

In his mature writings, Kuhn describes the process of specialisation as driven by a form of incommensurability, defined as a conceptual/linguistic barrier which promotes and guarantees the insularity of specialties. In this paper, we reject the idea that the incommensurability among scientific specialties is a linguistic barrier. We argue that the problem with Kuhn’s characterisation of the incommensurability among specialties is that he presupposes a rather abstract theory of semantic incommensurability, which he then tries to apply to his description of (...) the process of specialisation. By contrast, this paper follows a different strategy: after criticising Kuhn’s view, it takes a further look at how new scientific specialties emerge. As a result, a different way of understanding incommensurability among specialties will be proposed. (shrink)

We prove that the unification type of Łukasiewicz logic and of its equivalent algebraic semantics, the variety of MV-algebras, is nullary. The proof rests upon Ghilardiʼs algebraic characterisation of unification types in terms of projective objects, recent progress by Cabrer and Mundici in the investigation of projective MV-algebras, the categorical duality between finitely presented MV-algebras and rational polyhedra, and, finally, a homotopy-theoretic argument that exploits lifts of continuous maps to the universal covering space of the circle. We discuss the background (...) to such diverse tools. In particular, we offer a detailed proof of the duality theorem for finitely presented MV-algebras and rational polyhedra—a fundamental result that, albeit known to specialists, seems to appear in print here for the first time. (shrink)

Splicing is an efficient and precise mechanism that removes noncoding regions from a single primary RNA transcript. Cutting and rejoining of the segments occurs on nascent RNA. Trans-splicing between small specialized RNAs and a primary transcript has been known in some organisms but recent papers show that trans-splicing between two RNA molecules containing different coding regions is the normal mode in a Drosophila gene.1-3 The mod(mdg4) gene produces 26 different mRNAs encoding as many protein isoforms. The differences lie in alternative (...) 3′ exons encoded by different transcriptional units and spliced to the 5′ common region by a surprising trans-splicing mechanism. BioEssays 24:988–991, 2002. © 2002 Wiley-Periodicals, Inc. (shrink)

We offer a proof of the duality theorem for finitely presented MV-algebras and rational polyhedra, a folklore and yet fundamental result. Our approach develops first a general dual adjunction between MV-algebras and subspaces of Tychonoff cubes, endowed with the transformations that are definable in the language of MV-algebras. We then show that this dual adjunction restricts to a duality between semisimple MV-algebras and closed subspaces of Tychonoff cubes. The duality theorem for finitely presented objects is obtained by a further specialisation. (...) Our treatment is aimed at showing exactly which parts of the basic theory of MV-algebras are needed in order to establish these results, with an eye towards future generalisations. (shrink)

The use of Drosophila chromosomal rearrangements and transposon constructs involving the white gene reveals the existence of repressive chromatin domains that can spread over considerable genomic distances. One such type of domain is found in heterochromatin and is responsible for classical position‐effect variegation. Another type of repressive domain is established, beginning at specific sequences, by complexes of Polycomb Group proteins. Such complexes, which normally regulate the expression of many genes, including the homeotic loci, are responsible for silencing, white gene variegation, (...) pairing‐dependent effects and insertional targeting. (shrink)

This paper develops a probabilistic analysis of conditionals which hinges on a quantitative measure of evidential support. In order to spell out the interpreta- tion of ‘if’ suggested, we will compare it with two more familiar interpretations, the suppositional interpretation and the strict interpretation, within a formal framework which rests on fairly uncontroversial assumptions. As it will emerge, each of the three interpretations considered exhibits specific logical features that deserve separate consideration.

Al nominalista non manca proprio nulla? La dispensabilità dell’insieme vuoto in mereologia - Quine’s commitment to nominalism has always required set theory to be replaced by an ontologically less dubious tool for the analysis of predication, one that is usually ABSTRACT Rivista di storia della filosofia, n. 1, 2009 mereological in nature, akin to the Calculus of Individuals he and Goodman developed in a seminal paper on nominalism. The problem Quine himself always acknowledged as central in any such replacement arises (...) with the mereological "translation" of numbers. I show here that Quine’s proposed translation strategy, even when successful, raises even more serious issues since it requires mereology to supply a substitute for the empty set. After proving the indispensability, given Quine’s translation, of such an entity, I demonstrate that an exact mereological replica of the empty set cannot be admitted without engendering contradictions. I conclude by discussing some paraphrases of the usual mereological axioms that prima facie might seem to be compatible with the null object and assessing their implausibility. (shrink)