|
|
books
| book details |
Collective Choice and Social Welfare: An Expanded Edition
By (author) Amartya Sen
|
| on special |
normal price: R 615.95
Price: R 553.95
|
| book description |
Originally published in 1970, this classic study has been recognized for its groundbreaking role in integrating economics and ethics, and for its influence in opening up new areas of research in social choice, including aggregative assessment. It has also had a large influence on international organizations, including the United Nations, notably in its work on human development. The book showed that the “impossibility theorems†in social choice theory—led by the pioneering work of Kenneth Arrow—do not negate the possibility of reasoned and democratic social choice. Sen’s ideas about social choice, welfare economics, inequality, poverty, and human rights have continued to evolve since the book’s first appearance. This expanded edition preserves the text of the original while presenting eleven new chapters of fresh arguments and results. “Expanding on the early work of Condorcet, Pareto, Arrow, and others, Sen provides rigorous mathematical argumentation on the merits of voting mechanisms…For those with graduate training, it will serve as a frequently consulted reference and a necessity on one’s book shelf.†—J. F. O’Connell, Choice
| product details |

Normally shipped |
Publisher | Harvard University Press
Published date | 17 May 2018
Language |
Format | Paperback / softback
Pages | 640
Dimensions | 0 x 0 x 43mm (L x W x H)
Weight | 567g
ISBN | 978-0-6749-1921-1
Readership Age |
BISAC | philosophy / political
| other options |

Normally shipped |
Readership Age |
Normal Price | R 760.95
Price | R 684.95
| on special |
|
|
To view the items in your trolley please sign in.
| sign in |
|
|
|
| specials |
|
|
Mason Coile
Paperback / softback
224 pages
was: R 520.95
now: R 468.95
|
A terrifying locked-room mystery set in a remote outpost on Mars.
|
An epic love story with the pulse of a thriller that asks: what would you risk for a second chance at first love?
|
|
|
|
|
|