'… full of mathematical proofs and engages with related literature and selected intuitions …' S. E. Forschler, Choice

Consequentialism, one of the major theories of normative ethics, maintains that the moral rightness of an act is determined solely by the act's consequences. The traditional form of consequentialism is one-dimensional, in that the rightness of an act is a function of a single moral aspect, such as the sum total of wellbeing it produces. In this book Martin Peterson introduces a new type of consequentialist theory: multidimensional consequentialism. According to this theory, an act's moral rightness depends on several separate dimensions, including individual wellbeing, equality and risk. Peterson's novel approach shows that moral views about equality and risk that were previously thought to be mutually incompatible can be rendered compatible, and his precise theoretical discussion helps the reader to understand better the distinction between consequentialist and non-consequentialist theories. His book will interest a wide range of readers in ethics.
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Preface; 1. Introduction; 2. Degrees of rightness; 3. First dimension: persons; 4. Second dimension: equality; 5. Third dimension: risk; 6. Multidimensional decision making; 7. The best one-dimensional theory; 8. The limits of consequentialism; Appendix: multidimensional deontic logic.
Les mer
'… full of mathematical proofs and engages with related literature and selected intuitions …' S. E. Forschler, Choice
This book introduces a new, multidimensional consequentialist theory, according to which an act's rightness depends on several irreducible dimensions.

Produktdetaljer

ISBN
9781107540606
Publisert
2015-08-06
Utgiver
Vendor
Cambridge University Press
Vekt
340 gr
Høyde
230 mm
Bredde
152 mm
Dybde
12 mm
Aldersnivå
P, 06
Språk
Product language
Engelsk
Format
Product format
Heftet
Antall sider
228

Forfatter

Biographical note

Martin Peterson is Associate Professor of Philosophy at Eindhoven University of Technology, The Netherlands. He is author of Non-Bayesian Decision Theory (2008) and An Introduction to Decision Theory (Cambridge, 2009).