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Most philosophers agree that causal knowledge is essential to decision-making: agents should choose from the available options those that probably cause the outcomes that they want. This book argues against this theory and in favour of evidential or Bayesian decision theory, which emphasises the symptomatic value of options over their causal role. It examines a variety of settings, including economic theory, quantum mechanics and philosophical thought-experiments, where causal knowledge seems to make a practical difference. The arguments make novel use of machinery from other areas of philosophical inquiry, including first-person epistemology and the free will debate. The book also illustrates the applicability of decision theory itself to questions about the direction of time and the special epistemic status of agents.Read more
- The first book-length treatment of the dispute about the nature of rational choice
- Makes original contributions to a long-standing philosophical problem in the foundations of decision theory
- Includes new or little-discussed examples drawing on a wide range of disciplines, such as psychology, economic theory and philosophy of physics
Reviews & endorsements
"… Ahmed's book on the debate between EDT and CDT is a very welcome addition to the literature in decision theory. It is a very subtle and finely crafted review of the principal points pertinent to an adjudication of the debate. Both sides of the debate have much to learn from Ahmed's precise formulation and thorough assessment of these points. He casts old arguments in new light and constructs new arguments with great ingenuity to produce a spirited defense of EDT. I heartily recommend this book to all decision theorists."
Paul Weirich, Notre Dame Philosophical Reviews
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- Date Published: February 2017
- format: Paperback
- isbn: 9781316641545
- length: 262 pages
- dimensions: 227 x 151 x 15 mm
- weight: 0.38kg
- contains: 2 b/w illus. 36 tables
- availability: Available
Table of Contents
2. EDT and CDT
3. Causalist objections to CDT
4. Realistic cases
5. Deterministic cases
6. Quantum-mechanical cases
7. The standard Newcomb case
8. 'The ultimate contingency'.
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