Search results for 'F. Javier Herrero' (try it on Scholar)

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  1. F. Javier Herrero (2002). Apresentação. Kriterion 43 (105):7-7.score: 290.0
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  2. F. Javier Herrero (2012). O Desafio Que a Teoria Sistemático-Estrutural de Puntel Coloca à Filosofia Atual. Kriterion 53 (125):7-27.score: 290.0
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  3. González Martín & F. Javier (2008). Valores Cristianos y Europa: Una Reflexión Visión Histórica Desde la Ética. Ediciones Fiec.score: 120.0
     
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  4. S. J. B. Barnish (1993). Studies in Late Antiquity Antonino González Blanco, F. Javier Fernández Nieto, José Remesal Rodríguez (Edd.): Arte, Sociedad, Economia y Religion Durante El Bajo Imperio y la Antigüedad Tardia: Homenaje Al Profesor Dr D. José Ma Blazquez Martinez Al Cumplir 65 Años. (Antigüedad y Cristianismo, 8.) Pp. 582; 32 Pages of Photographs, 53 Pages of Plans, Maps, Drawings. Murcia: Universidad de Murcia, 1991. Paper. [REVIEW] The Classical Review 43 (01):121-123.score: 42.0
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  5. Jesús Vega Encabo & F. Javier Gil Martín (2007). Science as Public Sphere? Social Epistemology 21 (1):5 – 20.score: 14.0
    In this paper we argue that the best way to explain the normative framework of science is to adopt a model inspired in the democratic characterization of a public sphere. This model assumes and develops some deliberative democratic principles about the inclusiveness of the concerned, the parity of the reasons and the general interest of the subjects. In contrast to both bargaining models and to power-inspired models of the scientific activities, the model of scientific public sphere proposes to account for (...)
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  6. Montserrat Herrero López (ed.) (2011). G.W.F. Hegel, Contemporary Readings: The Presence of Hegel's Philosophy in the Current Philosophical Debates. Georg Olms.score: 12.0
     
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  7. Alex Levine (2012). !Darwinistas!: The Construction of Evolutionary Thought in Nineteenth Century Argentina. Brill.score: 12.0
    Darwin in Argentina -- Conflicting Systems -- Francisco Javier Muniz (1795-1871) -- Hermann Burmeister (1807-1891) -- Francisco P. Moreno (1852-1919) -- Domingo F. Sarmiento (1811-1888) -- Eduardo Holmberg (1852-1937) -- Florentino Ameghino (1854-1911) -- Jose Ingenieros (1877-1925) -- Carlos Octavio Bunge (1875-1918).
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  8. Sergio F. Martínez (1999). El Reconocimiento de la Pluralidad de Valores En la Ciencia: La Propuesta de Javier Echeverría. Crítica 31 (91):41 - 73.score: 12.0
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  9. Ignacio Olabarri Gortazar & Francisco Javier Caspistegui (eds.) (2005). The Strength of History at the Doors of the New Millenium: History and the Other Social and Human Sciences Along Xxth Century, 1899-2002: Vii International History Colloquium, Universidad De Navarra, Pamplona, 11-13 De Abril De 2002 ; I. Olábarri and F.J. Caspistegui, Eds ; Georg G. Iggers ... [Et Al.]. [REVIEW] Ediciones Universidad De Navarra.score: 12.0
     
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  10. Javier Vilanova (1999). Un Análisis Dei Concepto de Cognoscibilidad Desde la Semántica de Mundos Posibles (an Analysis of the Notion of Knowability in the F Ield of Possible Worlds Semantics). Theoria 14 (3):413-429.score: 12.0
    Las nociones epistémicas modales se definen como aquellos conceptos epistémicos que, como el de cognoscibilidad o el de indudabilidad, incluyen una nota modal. Segun se defiende en este trabajo, la semántica de mundos posibles y algunas de sus extensiones (especialmente las llevadas a cabo para logica temporal, logica epistemica y logica condicional) son instrumentos adecuados para deshacer el nudo de las intensionalidades superpuestas en estas nociones especialmente esquivas al análisis. Para mostrarlo, se proporcionan una serie de análisis sucesivos de la (...)
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  11. Javier Echeverría (1985). La Identidad de Las Figuras Geométricas. Theoria 1 (1):213-230.score: 6.0
    The Erlanger Program of F. Klein ensures a ground for the ὲ́κθεσις procedure, which has not been much studied in the recent debates about geometrical analysis, but refers to a more general problem: the identity of a sign within a sign system, and the attempts of reduction of the mentioned system by another one. The exampIe considered is the reduction of the conics to characteristic rectangles realized by Apollonius. Starting from Klein and Apollonius, as weIl as from cartesian geometry, the (...)
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