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About this product
- DescriptionThe authors of Austere Realism describe and defend a provocative ontological-cum-semantic position, asserting that the right ontology is minimal or austere, in that it excludes numerous common-sense posits, and that statements employing such posits are netheless true, when truth is understood to be semantic correctness under contextually operative semantic standards. Terence Horgan and Matjaz Potrc argue that austere realism emerges naturally from consideration of the deep problems within the naive common-sense approach to truth and ontology. They offer an account of truth that confronts these deep internal problems and is independently plausible: contextual semantics, which asserts that truth is semantically correct affirmability. Under contextual semantics, much ordinary and scientific thought and discourse is true because its truth is indirect correspondence to the world. After offering further arguments for austere realism and addressing objections to it, Horgan and Potrc consider various alternative austere ontologies. They advance a specific version they call blobjectivism -- the view that the right ontology includes only one concrete particular, the entire cosmos ( the blobject ), which, although it has ermous local spatiotemporal variability, does t have any proper parts. The arguments in Austere Realism are powerfully made and concisely and lucidly set out. The authors' contentions and their methodological approach -- products of a decade-long collaboration -- will generate lively debate among scholars in metaphysics, ontology, and philosophy.
- Author BiographyTerence Horgan is Professor of Philosophy at the University of Arizona.
- Author(s)Matjaz Potrc,Terence E. Horgan
- PublisherMIT Press Ltd
- Date of Publication03/06/2008
- Series TitleRepresentation and Mind Series
- Place of PublicationCambridge, Mass.
- Country of PublicationUnited States
- ImprintMIT Press
- Content Note1 figure, 3 tables
- Weight454 g
- Width152 mm
- Height229 mm
- Spine9 mm
- Interest AgeFrom 18
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