Spencer's evolutionary philosophy is usually identified with right-wing doctrines such as individualism, laissez-faire liberalism and even conservatism. Since he himself defended similar positions, it is perhaps not surprising that the study of the political interpretations of his ideas has drawn relatively little attention. In this article I propose to examine a rather atypical reading of Spencer's organic analogy, though definitely not a marginal one: Enrico Ferri's Marxist doctrine of Scientific Socialism. Ferri is not a figure unknown to scholars interested in (...) the political aspects of the evolutionary debate. Nonetheless, the relation between his theory and Spencer's biosociology -- notably the complex dialectic of themes such as "the struggle for existence" versus "class struggle," or "evolution" versus "revolution" -- has not yet received full-length analysis. In my study I investigate the diffusion of Spencer's ideas in Italy and their impact on the new "positivist" sciences of psychology and sociology inasmuch as these questions are essential to understanding Ferri's position. Throughout, I stress the importance of the intellectual and political context in the process of appropriation of ideas that led to this unexpected shift in meaning. (shrink)

A wide family of many-valued logics—for instance, those based on the weak Kleene algebra—includes a non-classical truth-value that is ‘contaminating’ in the sense that whenever the value is assigned to a formula φ⁠, any complex formula in which φ appears is assigned that value as well. In such systems, the contaminating value enjoys a wide range of interpretations, suggesting scenarios in which more than one of these interpretations are called for. This calls for an evaluation of systems with multiple contaminating (...) values. In this paper, we consider the countably infinite family of multiple-conclusion consequence relations in which classical logic is enriched with one or more contaminating values whose behavior is determined by a linear ordering between them. We consider some motivations and applications for such systems and provide general characterizations for all consequence relations in this family. Finally, we provide sequent calculi for a pair of four-valued logics including two linearly ordered contaminating values before defining two-sided sequent calculi corresponding to each of the infinite family of many-valued logics studied in this paper. (shrink)

This paper discusses three relevant logics that obey Component Homogeneity - a principle that Goddard and Routley introduce in their project of a logic of significance. The paper establishes two main results. First, it establishes a general characterization result for two families of logic that obey Component Homogeneity - that is, we provide a set of necessary and sufficient conditions for their consequence relations. From this, we derive characterization results for S*fde, dS*fde, crossS*fde. Second, the paper establishes complete sequent calculi (...) for S*fde, dS*fde, crossS*fde. Among the other accomplishments of the paper, we generalize the semantics from Bochvar, Hallden, Deutsch and Daniels, we provide a general recipe to define containment logics, we explore the single-premise/single-conclusion fragment of S*fde, dS*fde, crossS*fdeand the connections between crossS*fde and the logic Eq of equality by Epstein. Also, we present S*fde as a relevant logic of meaninglessness that follows the main philosophical tenets of Goddard and Routley, and we briefly examine three further systems that are closely related to our main logics. Finally, we discuss Routley's criticism to containment logic in light of our results, and overview some open issues. (shrink)