Abstract
AI
AI
The paper explores the concept of contrastivism in understanding knowledge, contrasting it with traditional views. It posits that knowing something involves not just a subject and a proposition, but also a contrast proposition, thus forming a three-place relation. Through examples, the author articulates motivations for adopting contrastivism and clarifies the implications of this view for our understanding of knowledge relations.
FAQs
AI
What are the main features of contrastivism in knowledge relations?
Contrastivism proposes a ternary structure Kspq, adding a contrast proposition q to the traditional Ksp model. This allows for distinctions in knowledge based on comparative alternatives, enhancing understanding of knowledge claims.
How does contrastivism apply to mathematical knowledge?
The study asserts that contrastivism is equally plausible for mathematical knowledge, exemplified by scenarios involving different numerical contexts. For instance, a child's knowledge of 2 + 2 varies with available options, showcasing the relevance of contrast propositions.
How does contrastivism differ from traditional two-place knowledge relations?
Unlike the orthodox two-place model, contrastivism adds an additional argument space for contrasts in knowledge. This extra dimension allows for nuanced knowledge assessments that consider alternative propositions relevant to the context.
What motivates the consideration of additional argument slots in contrastivism?
The necessity for additional slots is driven by the need to adequately account for diverse contexts and alternatives in knowledge assessment. A key motivation is the observation that knowledge holds differently depending on specified contrasts.
How does contrastivism handle epistemic standards in knowledge claims?
Contrastivism posits that knowledge claims must incorporate contextually relevant contrasts, rendering standards less central. By focusing on alternatives, the theory provides a unified framework, countering the idea that standards complicate knowledge classification.
References (14)
- Austin (1946): John Langshaw Austin, "Other Minds", in: Proceedings of the Ar- istotelian Society 20, 149 -87.
- Cohen (1988): Stewart Cohen, "How to be a Fallibilist", in: Philosophical Per- spectives 2, 91 -123.
- Dretske (1970): Fred Dretske, "Epistemic Operators", in: Journal of Philosophy 67, 1007 -23.
- Lewis (1996): David Lewis, "Elusive Knowledge", in: Australasian Journal of Philosophy 74, 549 -67.
- Morton/Karjalainen (2003): Adam Morton/Antti Karjalainen, "Contrastive Knowledge", in: Philosophical Explorations 6, 74 -89.
- Schaffer (2005): Jonathan Schaffer, "What Shifts? Thresholds, Standards, or Al- ternatives?" in: Preyers/Peters (eds.), Contextualism in Philosophy: Knowl- edge, Meaning, and Truth, Oxford, 115 -130.
- Sinnott-Armstrong (2004): Walter Sinnott-Armstrong, Pyrrhonian Skepticism, Oxford.
- Yablo (manuscript): Steve Yablo, "Knowing about Things", (manuscript). References
- Baumann (2008a): Peter Baumann, "Contrastivism Rather than Something Else? On the Limits of Epistemic Contrastivism", in: Erkenntnis 69, 189 -200.
- Baumann (2008b): Peter Baumann, "Contextualism and the Factivity Prob- lem", in: Philosophy and Phenomenological Research 76, 580 -602.
- Johnsen (2001): Bredo Johnsen, "Contextualist Swords, Skeptical Plowshares", in: Philosophy and Phenomenological Research 62, 385 -406.
- Schaffer (2005a): Jonathan Schaffer, "Contrastive Knowledge", in: Oxford Stud- ies in Epistemology 1, 235 -71.
- Schaffer (2005b): Jonathan Schaffer, "What Shifts, Thresholds, Standards, or Alternatives?", in: Preyer/Peter (eds.) Contextualism in Philosophy, Oxford, 115 -30.
- Unger (1975): Peter Unger, Ignorance: A Case for Scepticism, Oxford.