Ontology is the philosophical discipline which aims to understand how things in the world are divided into categories and how these categories are related together. This is exactly what information scientists aim for in creating structured, automated representations, called 'ontologies,' for managing information in fields such as science, government, industry, and healthcare. Currently, these systems are designed in a variety of different ways, so they cannot share data with one another. They are often idiosyncratically structured, accessible only to those who (...) created them, and unable to serve as inputs for automated reasoning. This volume shows, in a nontechnical way and using examples from medicine and biology, how the rigorous application of theories and insights from philosophical ontology can improve the ontologies upon which information management depends. (shrink)

El presenta trabajo describe y caracteriza de manera breve y concisa lo que podría ser una ontología del arte. En la primera sección se presentan las dificultades actuales, así como las nociones y preguntas principales de la ontología. En la sección segunda, se bosquejan las definiciones y caracterizaciones actuales de la ontología, se hace especial hincapié, en la ontología aplicada. En la tercera, cuarta y quinta sección se caracteriza y configura lo que podría ser una ontología del arte, se evidencian (...) sus limitaciones así́ como sus perspectivas y trazabilidad para hacer viable dicha ontología; adicionalmente se abordan los aportes del realismo anglosajón a la cuestión. El propósito de esta caracterización es hacer evidente que es plausible dar un tratamiento integral al problema de la realidad y su configuración y desarrollo en los mundos regionales, como, el mundo del arte. (shrink)

The use of highly abstract mathematical frameworks is essential for building the sort of theoretical foundation for semantic integration needed to bring it to the level of a genuine engineering discipline. At the same time, much of the work that has been done by means of these frameworks assumes a certain amount of background knowledge in mathematics that a lot of people working in ontology, even at a fairly high theoretical level, lack. The major purpose of this short paper is (...) provide a (comparatively) simple model of semantic integration that remains within the friendlier confines of first-order languages and their usual classical semantics and logic. (shrink)