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371.
This article critically examines some of the inconsistency objections that have been put forward by John Broome, Larry Temkin and others against the so-called "person-affecting," or "person-based," restriction in normative ethics, including "extra people" problems and a version of the nonidentity problem from Kavka and Parfit. Certain Pareto principles and a version of the "mere addition paradox" are discussed along the way. The inconsistencies at issue can be avoided, it is argued, by situating the person-affecting intuition within a non-additive form of maximizing consequentialism – a theory which then competes with such additive, or aggregative, forms of maximizing consequentialism as "totalism" and "averagism." 相似文献
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375.
M Roberts 《Child welfare》1979,58(6):383-392
Exploration of the infant's role in creating a potentially abusive situation suggests a different orientation for child maltreatment programs. 相似文献
376.
Kevin Roberts 《Social Choice and Welfare》1996,14(1):79-96
This paper examines the problem of distilling conflicting interpersonal comparisons into a single set of interpersonal comparisons.
The mapping that achieves this has a richer co-domain than all social choice problems (and a richer domain than most social
choice problems). The set of mappings satisfying a mild set of restrictions is very small. If interpersonal comparisons embody
ratio-scale comparability then the mapping is Cobb–Douglas in form; if interpersonal comparisons embody no more than level
and difference comparability then the mapping must be dictatorial and it is impossible to combine different interpersonal
comparisons.
Received: 16 February 1995/Accepted: 13 October 1995 相似文献
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378.
Motivated by the papers of Woodward and Gray (1979) and Gray, Kelly and McIntire (1978) on the R and S array approach to ARMA modeling, the authors show that the R and S array algorithm is completely equivalent to Levinson recursion. Since entries in the R and S array can be computed by either algorithm, the equivalence provides greater insight into the R and S methodology as well as its links to Akaike's AIC or FPE. Numerical simulations serve to highlight the differences between the various approaches as well as illustrate the problems associated with exact methods. The K and S array approach is shown to be an effective procedure for determining ARMA model orders. 相似文献