Democracy is seen today as being in erosion or crisis both in the Global North and South. This article puts forward the concept of ‘dependent democracy’ in order to explain that much of the lack of success of democracy in the South in guaranteeing political participation and economic inclusion and wellbeing for the majority of the population is due to a specific tendency of democracy there. Adapting some insights from the more economics focused Dependency theory towards a more contemporary point (...) of view from political sociology and international political sociology, dependent democracy is understood as a democracy that exists in a subaltern position within the hierarchical, post-imperial and neo-imperial global capitalist order. Dependent democracies thus tend to be less ‘democracies’ and more ‘oligarchies’ within a form of government in the South that can be understood as existing in a global pyramid of semi-peripheries, middle peripheries and outer peripheries. (shrink)

In this article, we will present a number of technical results concerning Classical Logic, ST and related systems. Our main contribution consists in offering a novel identity criterion for logics in general and, therefore, for Classical Logic. In particular, we will firstly generalize the ST phenomenon, thereby obtaining a recursively defined hierarchy of strict-tolerant systems. Secondly, we will prove that the logics in this hierarchy are progressively more classical, although not entirely classical. We will claim that a logic is to (...) be identified with an infinite sequence of consequence relations holding between increasingly complex relata: formulae, inferences, metainferences, and so on. As a result, the present proposal allows not only to differentiate Classical Logic from ST, but also from other systems sharing with it their valid metainferences. Finally, we show how these results have interesting consequences for some topics in the philosophical logic literature, among them for the debate around Logical Pluralism. The reason being that the discussion concerning this topic is usually carried out employing a rivalry criterion for logics that will need to be modified in light of the present investigation, according to which two logics can be non-identical even if they share the same valid inferences. (shrink)

In some recent articles, Cobreros, Egré, Ripley, & van Rooij have defended the idea that abandoning transitivity may lead to a solution to the trouble caused by semantic paradoxes. For that purpose, they develop the Strict-Tolerant approach, which leads them to entertain a nontransitive theory of truth, where the structural rule of Cut is not generally valid. However, that Cut fails in general in the target theory of truth does not mean that there are not certain safe instances of Cut (...) involving semantic notions. In this article we intend to meet the challenge of answering how to regain all the safe instances of Cut, in the language of the theory, making essential use of a unary recovery operator. To fulfill this goal, we will work within the so-called Goodship Project, which suggests that in order to have nontrivial naïve theories it is sufficient to formulate the corresponding self-referential sentences with suitable biconditionals. Nevertheless, a secondary aim of this article is to propose a novel way to carry this project out, showing that the biconditionals in question can be totally classical. In the context of this article, these biconditionals will be essentially used in expressing the self-referential sentences and, thus, as a collateral result of our work we will prove that none of the recoveries expected of the target theory can be nontrivially achieved if self-reference is expressed through identities. (shrink)

In this paper we discuss the extent to which the very existence of substructural logics puts the Tarskian conception of logical systems in jeopardy. In order to do this, we highlight the importance of the presence of different levels of entailment in a given logic, looking not only at inferences between collections of formulae but also at inferences between collections of inferences—and more. We discuss appropriate refinements or modifications of the usual Tarskian identity criterion for logical systems, and propose an (...) alternative of our own. After that, we consider a number of objections to our account and evaluate a substantially different approach to the same problem. (shrink)

When discussing Logical Pluralism several critics argue that such an open-minded position is untenable. The key to this conclusion is that, given a number of widely accepted assumptions, the pluralist view collapses into Logical Monism. In this paper we show that the arguments usually employed to arrive at this conclusion do not work. The main reason for this is the existence of certain substructural logics which have the same set of valid inferences as Classical Logic—although they are, in a clear (...) sense, non-identical to it. We argue that this phenomenon can be generalized, given the existence of logics which coincide with Classical Logic regarding a number of metainferential levels—although they are, again, clearly different systems. We claim this highlights the need to arrive at a more refined version of the Collapse Argument, which we discuss at the end of the paper. (shrink)

It is widely accepted that classical logic is trivialized in the presence of a transparent truth-predicate. In this paper, we will explain why this point of view must be given up. The hierarchy of metainferential logics defined in Barrio et al. and Pailos recovers classical logic, either in the sense that every classical inferential validity is valid at some point in the hierarchy ), or because a logic of a transfinite level defined in terms of the hierarchy shares its validities (...) with classical logic. Each of these logics is consistent with transparent truth—as is shown in Pailos —, and this suggests that, contrary to standard opinions, transparent truth is after all consistent with classical logic. However, Scambler presents a major challenge to this approach. He argues that this hierarchy cannot be identified with classical logic in any way, because it recovers no classical antivalidities. We embrace Scambler’s challenge and develop a new logic based on these hierarchies. This logic recovers both every classical validity and every classical antivalidity. Moreover, we will follow the same strategy and show that contingencies need also be taken into account, and that none of the logics so far presented is enough to capture classical contingencies. Then, we will develop a multi-standard approach to elaborate a new logic that captures not only every classical validity, but also every classical antivalidity and contingency. As a€truth-predicate can be added to this logic, this result can be interpreted as showing that, despite the claims that are extremely widely accepted, classical logic does not trivialize in the context of transparent truth. (shrink)

The concept of _substructural logic_ was originally introduced in relation to limitations of Gentzen’s structural rules of Contraction, Weakening and Exchange. Recent years have witnessed the development of substructural logics also challenging the Tarskian properties of Reflexivity and Transitivity of logical consequence. In this introduction we explain this recent development and two aspects in which it leads to a reassessment of the bounds of classical logic. On the one hand, standard ways of defining the notion of logical consequence in classical (...) logic naturally induce substructural logics when admitting more than two truth values; on the other hand, these substructural logics give rise to hierarchies of _metainferences_ that can be used to approximate classical logic at different levels. (shrink)

A theory of truth is usually demanded to be consistent, but -consistency is less frequently requested. Recently, Yatabe has argued in favour of -inconsistent first-order theories of truth, minimising their odd consequences. In view of this fact, in this paper, we present five arguments against -inconsistent theories of truth. In order to bring out this point, we will focus on two very well-known -inconsistent theories of truth: the classical theory of symmetric truth FS and the non-classical theory of naïve truth (...) based on ᴌukasiewicz infinitely valued logic: PAᴌT. (shrink)

To the surprise of many readers, Jürgen Habermas has recently made religion a major theme of his work. Emphasizing both religion's prominence in the contemporary public sphere and its potential contributions to critical thought, Habermas's engagement with religion has been controversial and exciting, putting much of his own work in fresh perspective and engaging key themes in philosophy, politics and social theory. Habermas argues that the once widely accepted hypothesis of progressive secularization fails to account for the multiple trajectories of (...) modernization in the contemporary world. He calls attention to the contemporary significance of "postmetaphysical" thought and "postsecular" consciousness - even in Western societies that have embraced a rationalistic understanding of public reason. Edited by Craig Calhoun, Eduardo Mendieta, and Jonathan VanAntwerpen, _Habermas and Religion_ presents a series of original and sustained engagements with Habermas's writing on religion in the public sphere, featuring new work and critical reflections from leading philosophers, social and political theorists, and anthropologists. Contributors to the volume respond both to Habermas's ambitious and well-developed philosophical project and to his most recent work on religion. The book closes with an extended response from Habermas - itself a major statement from one of today's most important thinkers. (shrink)

A theory of magnitudes involves criteria for their equivalence, comparison and addition. In this article we examine these aspects from an abstract viewpoint, by focusing on the so-called De Zolt’s postulate in the theory of equivalence of plane polygons (“If a polygon is divided into polygonal parts in any given way, then the union of all but one of these parts is not equivalent to the given polygon”). We formulate an abstract version of this postulate and derive it from some (...) selected principles for magnitudes. We also formulate and derive an abstract version of Euclid’s Common Notion 5 (“The whole is greater than the part”), and analyze its logical relation to the former proposition. These results prove to be relevant for the clarification of some key conceptual aspects of Hilbert’s proof of De Zolt’s postulate, in his classicalFoundations of Geometry(1899). Furthermore, our abstract treatment of this central proposition provides interesting insights for the development of a well-behaved theory ofcompatiblemagnitudes. (shrink)

Recently, it has been proposed to understand a logic as containing not only a validity canon for inferences but also a validity canon for metainferences of any finite level. Then, it has been shown that it is possible to construct infinite hierarchies of ‘increasingly classical’ logics—that is, logics that are classical at the level of inferences and of increasingly higher metainferences—all of which admit a transparent truth predicate. In this paper, we extend this line of investigation by taking a somehow (...) different route. We explore logics that are different from classical logic at the level of inferences, but recover some important aspects of classical logic at every metainferential level. We dub such systems meta-classical non-classical logics. We argue that the systems presented deserve to be regarded as logics in their own right and, moreover, are potentially useful for the non-classical logician. (shrink)

It is widely accepted that a theory of truth for arithmetic should be consistent, but -consistency is a highly desirable feature for such theories. The point has already been made for first-order languages, though the evidence is not entirely conclusive. We show that in the second-order case the consequence of adopting -inconsistent theories of truth are considered: the revision theory of nearly stable truth T # and the classical theory of symmetric truth FS. Briefly, we present some conceptual problems with (...) ω-inconsistent theories, and demonstrate some technical results that support our criticisms of such theories. (shrink)

En este trabajo se analiza la relación entre los conceptos de fetichismo y lucha de clases en el particular marxismo de Slavoj Žižek. Žižek comprende el fetichismo marxiano a través del psicoanálisis y en el marco de la concepción de Marx de la religión en dos sentidos: como ideología y como fundamento. Esto le permite mostrar que el fetichismo y en general el hecho religioso, no es únicamente «falsa conciencia» sino que también funciona como el elemento constitutivo e insuperable de (...) lo real, lo que, a su vez permite repensar la lucha de clases. (shrink)

We respond to criticism of our paper “Paradox in Wave-Particle Duality for Non-Perturbative Measurements”. We disagree with Steuernagel’s derivation of the visibility of the Afshar experiment. To calculate the fringe visibility, Steuernagel utilizes two different experimental situations, i.e. the wire grid in the pattern minima and in the pattern maxima. In our assessment, this procedure cannot lead to the correct result for the complementarity properties of a wave-particle in one particular experimental set-up.

This introduction positions the special issue by highlighting the inherent relationality of place as well as how place is not just an object of analysis but something that shapes thinking, writing and experiences of the world. We reflect on why sociology has found it somewhat more difficult than its social science counterparts to give place the centrality it merits, and discuss whether this reflects a problem with dealing with questions of ‘scale’ and thinking the ‘in-betweenness’ of place. We assess important (...) formulations of place in recent place theories, including non-essentialist framings of place such as ‘progressive’ and as ‘assemblage’. We make a case for seeing the articles in this special issue (and Thesis Eleven’s own long history of publishing writing on the topic of place) as resonating with the themes of place as materiality, atmospheres and spaces of belonging. (shrink)

En el Cratilo platónico se plantea por primera vez la cuestión del fundamento de la significación lingüística; se lo hace en el marco de la oposición entre naturaleza y convención, en la que se basó también el debate posterior acerca del tema. En el trabajo que sigue se presenta un repaso de los aspectos teóricos más importantes de los argumentos de las tesis naturalista y convencionalista expuestas y defendidas en ese y en otros textos de la tradición antigua, y se (...) esboza una tipología de las variedades que en esa tradición se ofrecen de aquellas dos posiciones. (shrink)

Semantic paradoxes pose a real threat to logics that attempt to be capable of expressing their own semantic concepts. Particularly, Curry paradoxes seem to show that many solutions must change our intuitive concepts of truth or validity or impose limits on certain inferences that are intuitively valid. In this way, the logic of a universal language would have serious problems. In this paper, we explore a different solution that tries to avoid both limitations as much as possible. Thus, we argue (...) that it is possible to capture the naive concepts of truth and validity without losing any of the valid inferences of classical logic. This approach is called the Buenos Aires plan. We present the logic of truth and validity, $$\mathsf {STTV}_{\omega }$$ based on the hierarchy of logics $$\textsf{ST}_{\omega }$$, whose validity predicate has the same semantic conditions as the material conditional. We argue that $$\mathsf {STTV}_{\omega }$$ is capable of blocking the problematic results while keeping the deductive power of classical logic as much as possible and offering an adequate semantic theory. On the other hand, one could object that it is not possible to reason with $$\mathsf {STTV}_{\omega }$$ because it is not closed under its logical principles. We respond to this objection and argue that the local characterization of validity shows how to make inferences using the logic $$\textsf{ST}_{\omega }$$. (shrink)

El artículo documenta y analiza las vicisitudes en torno a la incorporación de Hilbert de su famoso axioma de completitud, en el sistema axiomático para la geometría euclídea. Esta tarea es emprendida sobre la base del material que aportan sus notas manuscritas para clases, correspondientes al período 1894–1905. Se argumenta que este análisis histórico y conceptual no sólo permite ganar claridad respecto de cómo Hilbert concibió originalmentela naturaleza y función del axioma de completitud en su versión geométrica, sino que además (...) permite disipar equívocos en cuanto a la relación de este axioma con la propiedad metalógica de completitud de un sistema axiomático, tal como fue concebida por Hilbert en esta etapa inicial.The paper reports and analyzes the vicissitudes around Hilbert’s inclusion of his famous axiom of completeness, into his axiomatic system for Euclidean geometry. This task is undertaken on the basis of his unpublished notes for lecture courses, corresponding to the period 1894–1905. It is argued that this historical and conceptual analysis not only sheds new light on how Hilbert conceived originally the nature of his geometrical axiom of completeness, but also it allows to clarify some misunderstandings regarding this axiom and the metalogical property of completeness of an axiomatic system, as it was understoodby Hilbert in this initial stage. (shrink)

In this paper I criticize Comesaña's point of view on Putnam's model-theoretic argument. I claim that there is an interesting point made by the argument that Comesaña has not taken into account: if we want our semantic assertions to be at ali justified, the externalist claim according to which justification requires the God 's Eye View has to be given up.

El objetivo de este artículo es investigar diversos resultados limitativos acerca del concepto de validez. En particular, argumento que ninguna teoría lógica de orden superior con semántica estándar puede tener recursos expresivos suficientes como para capturar su propio concepto de validez. Además, muestro que la lógica de la verdad transparente que Hartry Field desarrolló recientemente conduce a resultados limitativos similares.

En este artículo, me propongo exponer algunas dificultades relacionadas con la posibilidad de que la Teoría de Modelos pueda constituirse en una Teoría General de la Interpretación. Específicamente la idea que sostengo es que lo que nos muestra la Paradoja de Orayen es que las interpretaciones no pueden ser ni conjuntos ni objetos. Por eso, una elucidación del concepto intuitivo de interpretación, que apele a este tipo de entidades, está condenada al fracaso. De manera secundaria, muestro que no hay algún (...) supuesto conjuntista que sea imprescindible para que surja la mencionada paradoja: sólo se necesita que las interpretaciones sean objetos. Voy a argumentar que si las interpretaciones son objetos, tal como lo supone la posibilidad de cuantificar sobre las mismas para poder dar una caracterización satisfactoria de consecuencia lógica, la au-toaplicación (como un caso de aplicación de los recursos semánticos de la teoría de modelos para encontrar una interpretación con máxima generalidad) es imposible. Finalmente, discuto cada una de las dos soluciones que el propio Orayen imaginó frente a su paradoja, y muestro que cada una posee diferentes dificultades.In this paper, I intend to present some problems to construe the Model Theory as a Theory of Interpretation. Specifically, I am going to defend that, according to the Paradox of Orayen, interpretations can not be neither set nor object. Thus, an explication of the intuitive concept of interpretation that appeals to these types of entities will be condemned to failure. Secondary, I will show that there is not any like-set assumption indispensable to get rise to that paradox: only all is needed is the assumption that interpretations are objects. I am going to argue that if interpretations are objects, as it is assumed by the possibility of quantifying over interpretations in order to offer an satisfactory characterization of logical consequence, self-application (as a case of application of semantics resources of the Model Theory for finding a interpretation with absolute generality) is not possible. Eventually, I will discuss both of the solutions provided by Orayen to his paradox and I will support that both have different difficulties. (shrink)

Robert Brandom has maintained that Wittgenstein is wrong in denying the notion of interpretation any theoretical role in the task of accounting for our linguistic practices. In this paper, I intend to throw some doubts on this thesis. First of all, I argue that Brandom´s objection is unfair: in my opinion, giving up the concept of interpretation does not amount to condemning oneself to silence on rule – governed practices. Secondly, I try to show that Brandom´s appeal to the concept (...) of implicit interpretation is not without problems in as far as it involves the thesis that all the participants in a certain practice may be wrong about the interpretation of its rules. This makes room for a dichotomy between what we do and what we say we do, which should be thoroughly avoided. (shrink)

La gobernanza hace referencia a un modelo horizontal de gestión basado en la corresponsabilidad entre el gobierno y las instituciones. Requiere de un cambio radical ético, social, cultural y económico que exige nuevos espacios públicos de participación en los procesos de toma de decisiones. Dicho modelo también se basa en la autonomía, la autodeterminación informativa y la corresponsabilidad en materia de salud. No obstante, es difícil que se aplique en las sociedades con desigualdades estructurales y culturales. Los principios éticos deben (...) de regir la gobernanza y los sistemas de salud como una responsabilidad de los profesionales y como una práctica de todo el sistema, ya que la ética en las organizaciones tiene bases fundamentales como la vida, el bien común y la solidaridad. Acorde a esto es importante proporcionar un servicio de salud a la población con oportunidad, conocimientos médicos y éticos vigentes con predominio de la beneficencia, la calidad de la atención, la justicia distributiva y la equidad. (shrink)

Saltar las etapas que acaben con el retraso cultural es una necesidad de los países periféricos, pero estos se ven sorprendidos por reiteradas rupturas epistemológicas en diversos saberes. La problemática de cambio cultural para saltar esas etapas demanda dispositivos tales como ficciones o imaginarios orientadores, periodizaciones, categorizaciones, e intelectualidades comprometidas que confronten para su estudio múltiples campos del saber desde tiempos pre-colombinos hasta la actualidad. El vínculo de las revoluciones con los procesos de formación de las elites tiene un rol (...) determinante en los códigos de conducta colectiva. (shrink)

This book is concerned with the role of economic philosophy ("ideas") in the processes of belief-formation and social change. Its aim is to further our understanding of the behavior of the individual economic agent by bringing to light and examining the function of non-rational dispositions and motivations ("passions") in the determination of the agent's beliefs and goals. Drawing on the work of David Hume and Adam Smith, the book spells out the particular ways in which the passions come to affect (...) our ordinary understanding and conduct in practical affairs and the intergenerational and interpersonal transmission of ideas through language. Concern with these problems, it is argued, lies at the heart of an important tradition in the British moral philosophy. This emphasis on the non-rational nature of our belief-fixation mechanisms has important implications: it helps to clarify and qualify the misleading claims often made by utilitarian, Marxist, Keynesian, and neo-liberal economic philosophers, all of whom stress the overriding power of ideas to shape conduct, policy, and institutions. (shrink)

Diante da epígrafe do livro Parerga e Paralipomena, “consagrar a vida à verdade”, Nietzschese pergunta se não seria melhor inverter os termos, dizendo: “consagrar a verdade à vida”.Haveria nisso um elogio à ilusão, que poderia ser também traduzida na concepção quediz que a linha do horizonte é o mais profundo, ou simplesmente um reconhecimentoda impossibilidade de se chegar a uma essência das coisas, que tornaria desnecessária adivisão clássica entre essência e aparência, a qual, em termos kantianos, resolver-se-ia nadicotomia entre fenômeno (...) e coisa em si, e, em termos schopenhauerianos, nos pontosde vista da Vontade e da Representação? Mas, por outro lado, noves fora, não seria maisjusto entendermos o conceito de Vontade como um Real, para falarmos em termos lacanianos,do qual se toma um pouco de cada vez, apesar do inesgotável que representa? Ea Representação como algo que englobaria as categorias do Imaginário e do Simbólico,tal como vemos prefigurado no Freud de Além do Princípio do Prazer? (shrink)

Sobre la base que aportan las notas manuscritas de David Hilbert para cursos sobre geometría, el artículo procura contextualizar y analizar una de las contribuciones más importantes y novedosas de su célebre monografía Fundamentos de la geometría, a saber: el cálculo de segmentos lineales. Se argumenta que, además de ser un resultado matemático importante, Hilbert depositó en su aritmética de segmentos un destacado significado epistemológico y metodológico. En particular, se afirma que para Hilbert este resultado representaba un claro ejemplo de (...) uno de los rasgos más fructíferos y atractivos de su nuevo método axiomático formal, o sea, la capacidad de descubrir y exhibir conexiones estructurales o internas entre diferentes teorías matemáticas. On the basis of a set of unpublished notes for lecture courses on geometry, the paper seeks to contextualize and analyze one of the most important and original contributions of David Hilbert's celebrated monograph Foundations of Geometry, namely its arithmetic of line segments. It is argued that Hilbert attributed to his arithmetic of segments an important epistemological and methodological meaning, in addition to its relevance as an original mathematical result. In particular, it is claimed that for Hilbert his arithmetic of segments represented a clear example of one of the most fruitful and attractive traits of his new formal axiomatic method, i.e., the power to discover and exhibit inner or structural connections among different mathematical theories. (shrink)

As relações entre Arendt e Montesquieu são fundamentais para compreender adequadamente a noção de poder na pensadora alemã. Considerado por Arendt o último autor da tradição a refletir sobre formas de governo, Montesquieu foi também capaz de realizar uma revisão na tradição do pensamento político ocidental ao introduzir o conceito de “princípio de governo” em sua análise do espírito das leis que regem as formas de governo. Arendt viu o autor francês vinculado à tradição política romana, o que a possibilitaria (...) de pensar a partir dele suas considerações sobre lei, poder, esfera pública, liberdade e não-soberania. (shrink)

Con la entrada en el Collège de France, en 1953, Merleau-Ponty comienza una reflexión sobre el problema de la filosofía que no cesa hasta sus últimos cursos en la célebre institución. Termina su conferencia, Elogio de la filosofía, poniendo énfasis en la filosofía como expresión, a la luz de las aportaciones de la lingüística, y sobre la voluntad de hablar del filósofo. Ni una palabra sobre la fenomenología y el existencialismo en esta ocasión. Pero seis años más tarde elogia la (...) filosofía de la existencia, como mirada al mundo de una época y sus problemas. Dedica los últimos cursos en el Collège a justificar la posibilidad de la filosofía, a partir de Husserl sobre todo; entiende que la nueva filosofía, como interrogación del saber (de los saberes) y del ser, es por ello una nueva ontología. (shrink)