Online research in philosophy

The aim of this paper is to give one kind of internal proportional systems with general representation and without closure and finiteness assumptions. First, we introduce the notions of internal proportional system and of general representation. Second, we briefly review the existing results which motivate our generalization. Third, we present the new systems, characterized by the fact that the linear order induced by the comparison weak order ≥ at the level of equivalence classes is also a weIl order. We prove (...) the corresponding representation theorem and make some comments on strong limitations of uniqueness; we present in an informal way a positive result, restricted uniqueness for what we call connected objects. We conclude with some final remarks on the property that characterizes these systems and on three possible empirical applications. (shrink)

En la actividad científica se pueden distinguir tres tipos principales de representación científica: proyectiva, subsuntiva y reductiva. Tras unas breves considcraciones introductorias, se presentan las características más destacadas de cada uno de estos tres tipos principales de representación científica y se abstrae a partir de ellas el esquema al que toda Teoría General de la Representación Científica (TGRC) se debe adecuar. A continuación se exponen las lineas generales de la principal propuesta presente en la literatura para desarrollar TGRC y se (...) hacen algunas consideraciones criticas. La conclusión provisional es que esta propuesta tiene, al menos por el momento, el problema de ser, o bien demasiado liberal, o bien demasiado conservadora. Por último, se propone un enfoque alternativo a explorar que pretende estar libre de los problemas deI anterior.We can distinguish three main types of representation in scientific practice: projective, subsuntive and reductive. After some brief introductory remarks, we present the more salient characteristics of these three main types of scientific representation and we abstract from them a scheme that any General Theory for Scientific Representation (GTSR) must fit. Then we offer the general traits of the main existing proposal for a GTSR and we make some criticisms. The provisional conclusion is that this proposal is, as it stands, either too liberal or too conservative. Finally, we propose to explore an alternative approach which intends to solve these difficulties. (shrink)