In the following, I endeavor to subvert the classical notion of being found in Western philosophy by following the logic of negation found in the work of Rodolfo Kusch. In order to develop a better understanding of cultural feelings as well as appreciate the natural, the rhythmic and the vital in the Latin American context, I propose that we follow the ontological sentipensar. By using this methodological framework, I seek to reveal a sense of being germane to Latin American (...) intercultural philosophy. (shrink)

En 1966, Rodolfo Walsh viaja al Litoral y escribe una serie de notas para la revista Panorama. Fernando Birri, en 1960, realiza en Santa Fe su documental Tire dié. Según algunos datos, se conjetura que Juan L. Ortiz escribió El Gualeguay durante la década del 60. En estas discursividades literarias y visuales se configuran narrativas e imágenes no solamente del presente de su realización, sino también del pasado y, en gran medida, de lo que devendrá en la región (...) del litoral argentino a partir del registro de una modernidad desigual. Por eso, nos preguntamos: ¿qué tensiones tejen y arrojan entre la modernidad desigual y las formas de exclusión?, ¿de qué modo estas narrativas -documental, poética y periodística- conforman un archivo donde lo estético y lo político no dejan de inscribirse entre sí? Estos son algunos puntos de partida para explorar y poner en relación una visualidad y narratividad de la región, bajo los regímenes de discursividad del archivo de los 60 y desde el enfoque amplio de la geografía cultural. (shrink)

Engaging existentialism: transformative possibilities and local agendas -- The Mexican existentialist ethos -- The seminal Mexican existentialism of Rodolfo Usigli's theater -- Excavating Comala: the existentialist Juan Rulfo, the Grupo Hiperión, and lo mexicano in Pedro Páramo -- "Christs for all passions": José Revuelta's El luto humano [Human mourning] -- Rosario Castellanos's freedom.

We give examples of calculi that extend Gentzen’s sequent calculusLKby unsound quantifier inferences in such a way that derivations lead only to true sequents, and proofs therein are nonelementarily shorter thanLK-proofs.

We prove a number of results on the determinacy of σ-projective sets of reals, i.e., those belonging to the smallest pointclass containing the open sets and closed under complements, countable unions, and projections. We first prove the equivalence between σ-projective determinacy and the determinacy of certain classes of games of variable length <ω^2 (Theorem 2.4). We then give an elementary proof of the determinacy of σ-projective sets from optimal large-cardinal hypotheses (Theorem 4.4). Finally, we show how to generalize the proof (...) to obtain proofs of the determinacy of σ-projective games of a given countable length and of games with payoff in the smallest σ-algebra containing the projective sets, from corresponding assumptions (Theorem 5.1, Theorem 5.4). (shrink)

We prove a topological completeness theorem for the modal logic $$\textsf{GLP}$$ GLP containing operators $$\{\langle \xi \rangle :\xi \in \textsf{Ord}\}$$ { ⟨ ξ ⟩ : ξ ∈ Ord } intended to capture a wellordered sequence of consistency operators increasing in strength. More specifically, we prove that, given a tall-enough scattered space X, any sentence $$\phi $$ ϕ consistent with $$\textsf{GLP}$$ GLP can be satisfied on a polytopological space based on finitely many Icard topologies constructed over X and corresponding to the (...) finitely many modalities that occur in $$\phi $$ ϕ. (shrink)

We determine the consistency strength of determinacy for projective games of length ω^2. Our main theorem is that $\Pi _{n + 1}^1$-determinacy for games of length ω^2 implies the existence of a model of set theory with ω + n Woodin cardinals. In a first step, we show that this hypothesis implies that there is a countable set of reals A such that M_n(A), the canonical inner model for n Woodin cardinals constructed over A, satisfies $A = R$ and the (...) Axiom of Determinacy. Then we argue how to obtain a model with ω + n Woodin cardinal from this. We also show how the proof can be adapted to investigate the consistency strength of determinacy for games of length ω^2 with payoff in $R^R\Pi _1^1$ or with σ-projective payoff. (shrink)

Resumo: Chen Yingsong criou Lago Gato Selvagem não apenas para contar uma história sobre lésbicas. Ao descrever como Xiang’er, uma mulher rural, torna-se lésbica nas aldeias, pode-se ver a “riqueza” e o “significado metafórico” do símbolo lésbico. No que diz respeito ao Lago Gato Selvagem, é mais interessante tratar como Xiang’er se torna lésbica, que não se refere apenas sobre sexo ou gênero, mas também sobre opressão política e econômica; assim, o chamado gênero, entendido utopicamente, poderá ser identificado. Além disso, (...) a perda da subjetividade rural durante a ampliação e a transformação posterior, a nova opressão e a exploração resultantes são as razões fundamentais para Xiang’er se tornar lésbica e eventualmente “matar seu marido”. (shrink)

El presente artículo analiza la teoría del conocimiento de Nāgārjuna tal y como aparece en su obra Vigrahavyavartanī , un tratado sánscrito del siglo segundo cuya edición crítica se debe a E. H. Johnston y A. Kunst. Se describen las principales ediciones críticas y traducciones de la obra a lenguas europeas y se analizan los contenidos y temas de la misma. Mostrando las diferentes estrategias críticas hacia la escuela nyāya y su distinción entre los medios de conocimiento ( pramāņa ) (...) y los objetos de conocimiento ( prameya ). Explorando las relaciones entre la crítica nagarjuniana de los medios de conocimiento de la escuela nyāya y el concepto mādhyamika de ironía. (shrink)

“Hay un amplio cielo azul. Debajo estoy yo, parada en una esquina del jardín. Mucha gente conoce a mis padres, y la mayoría me conoce a mí; algunos conocen el jardín y hay quienes inclusive caminaron hasta este rincón. Pero yo, entre todas las personas que hay bajo el cielo, soy la única que conoce a este pequeño retoño de manzana. Por eso puedo decir sin insolencia que en realidad me pertenece, porque cuando estoy lejos no le queda más remedio (...) que existir en mis pensamientos. Pienso: ¿Qué es lo qué pienso?”. (shrink)

In the Course of Theory of Knowledge, Leonardo Polo studies the operations and habits of intelligence. He studies intellectual operations as ways of having. Operatively, the intelligence possesses according to four modlaities that are treated here: abstraction, generalization, rational prosecution and logos.

Presentamos algunas ideas acerca de la relación entre libertad y contingencia atendiendo a sus componentes modales. Nuestra idea central es que la libertad es posible gracias a la contingencia, pero este hecho no es gratuito. En efecto, trataremos de mostrar que si bien la contingencia es básica para la libertad, esto mismo no es contingente. Pues si la contingencia misma no fuera necesaria, no podría fundamentar la libertad. Así que la contingencia misma puede recibir calificaciones modales.

For every countable wellordering $\alpha $ greater than $\omega $, it is shown that clopen determinacy for games of length $\alpha $ with moves in $\mathbb {N}$ is equivalent to determinacy for a class of shorter games, but with more complicated payoff. In particular, it is shown that clopen determinacy for games of length $\omega ^2$ is equivalent to $\sigma $ -projective determinacy for games of length $\omega $ and that clopen determinacy for games of length $\omega ^3$ is equivalent (...) to determinacy for games of length $\omega ^2$ in the smallest $\sigma $ -algebra on $\mathbb {R}$ containing all open sets and closed under the real game quantifier. (shrink)

Extending Aanderaa’s classical result that $\pi ^{1}_{1} < \sigma ^{1}_{1}$, we determine the order between any two patterns of iterated $\Sigma ^{1}_{1}$ - and $\Pi ^{1}_{1}$ -reflection on ordinals. We show that this order of linear reflection is a prewellordering of length $\omega ^{\omega }$. This requires considering the relationship between linear and some non-linear reflection patterns, such as $\sigma \wedge \pi $, the pattern of simultaneous $\Sigma ^{1}_{1}$ - and $\Pi ^{1}_{1}$ -reflection. The proofs involve linking the lengths of (...) $\alpha $ -recursive wellorderings to various forms of stability and reflection properties satisfied by ordinals $\alpha $ within standard and non-standard models of set theory. (shrink)

Let Mn♯ denote the minimal active iterable extender model which has n Woodin cardinals and contains all reals, if it exists, in which case we denote by Mn the class-sized model obtained by iterating the topmost measure of Mn class-many times. We characterize the sets of reals which are Σ1-definable from R over Mn, under the assumption that projective games on reals are determined:1. for even n, Σ1Mn=⅁RΠn+11;2. for odd n, Σ1Mn=⅁RΣn+11.This generalizes a theorem of Martin and Steel for L, (...) that is, the case n=0. As consequences of the proof, we see that determinacy of all projective games with moves in R is equivalent to the statement that Mn♯ exists for all n∈N, and that determinacy of all projective games of length ω2 with moves in N is equivalent to the statement that Mn♯ exists and satisfies AD for all n∈N. (shrink)