It is shown how fuzzy programming, using either the min or product operator, may be used to generate the whole Pareto optimal set for nonlinear concave, or convex, multiobjective programming problems. Also, a new solution procedure for a fuzzy program, when the min operator is employed, is presented
Donor optimization and the food stamp program: comment
โ Scribed by Edgar K. Browning
- Publisher
- Springer US
- Year
- 1978
- Tongue
- English
- Weight
- 221 KB
- Volume
- 33
- Category
- Article
- ISSN
- 0048-5829
No coin nor oath required. For personal study only.
โฆ Synopsis
In an article in this journal, Giertz and Sullivan (1977) presented an interesting analysis of the food stamp program within a public choice framework. Arguing that donors (taxpayers) perceive external benefits from food consumption by the poor, they commence their analysis with the initial assumption that '... subsidy voucher schemes like Food Stamps are likely to be operated primarily for the benefit of the donors' (p. 21). In this comment I will show that there are several reasons for believing that this basic assumption is incorrect.
In Figure 1, the budget constraint of a potential recipient of food stamps, individual R, is shown as YF, with food consumption measured on
๐ SIMILAR VOLUMES
The National Food and Nutrient Analysis Program (NFNAP) was designed in 1997 to develop robust and nationally representative estimates of the mean nutrient content of important foods in the food supply and significantly improve the quality of food composition data in the US Department of Agriculture
## BACKGROUND. The National Marrow Donor Program operates the world's largest registry of volunteer unrelated stem cell donors. In recent years, the program has focused on building a large and diverse donor file. After initial recruitment, however, months or years may elapse before a potential don