
Probabilistic models have much to offer to philosophy. We continually receive information from a variety of sources: from our senses, from witnesses, from scientific instruments. When considering whether we should believe this information, we assess whether the sources are independent, how reliable they are, and how plausible and coherent the information is. Bovens and Hartmann provide a systematic Bayesian account of these features of reasoning. Simple Bayesian Networks allow us to model alternative assumptions about the nature of the information sources. Measurement of the coherence of information is a controversial matter: arguably, the more coherent a set of information is, the more confident we may be that its content is true, other things being equal. The authors offer a new treatment of coherence which respects this claim and shows its relevance to scientific theory choice. Bovens and Hartmann apply this methodology to a wide range of much discussed issues regarding evidence, testimony, scientific theories, and voting. Bayesian Epistemology is an essential tool for anyone working on probabilistic methods in philosophy, and has broad implications for many other disciplines.
How can probabilistic models and Bayesian networks provide a rigorous framework for evaluating the reliability of information sources and the coherence of evidence? Luc Bovens and Stephan Hartmann, both established scholars in the philosophy of science and formal epistemology, utilize Bayesian probability theory to construct a systematic account of how individuals should assess information. By applying formal models to the evaluation of testimony, sensory input, and scientific data, they argue that Bayesian networks offer a precise mechanism for navigating uncertainty and determining the truth-value of coherent information sets.
What You Will Find
Scope Limits
Experts recognize this work as a foundational text for those integrating formal methods into traditional philosophical inquiry. Readers frequently note the technical density of the prose, which requires a solid grasp of probability theory to fully engage with the authors' arguments.
Page Count:
176
Publication Date:
2004-01-01
Publisher:
OUP Oxford
ISBN-10:
0191533521
ISBN-13:
9780191533525
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