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Comparison

2016
no ...
Paris, Marie-Claude, Shi, Dingxu
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On Inequality Comparisons

Econometrica, 1978
answer. There are two points of contention. One is the issue of cardinality vs. ordinality. Practitioners of the cardinal approach compare distributions by means of summary measures such as a Gini coefficient, variance of logarithms, and the like.
Fields, Gary S., Fei, John C. H.
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Performance Comparison of Secure Comparison Protocols

2009 20th International Workshop on Database and Expert Systems Application, 2009
Secure multiparty computation (SMC) has gained tremendous importance with the growth of the Internet and e-commerce, where mutually untrusted parties need to jointly compute a function of their private inputs. However, SMC protocols usually have very high computational complexities, rendering them practically unusable.
Kerschbaum F., Biswas D., De Hoogh S.
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Pluractional comparisons

Linguistics and Philosophy, 2012
Beck, S. (2012c). Pluractional comparisons. Linguistics and Philosophy 35 (1), 57-110.
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Welfare comparisons and situation comparisons

Journal of Econometrics, 1991
Abstract The paradigmatic welfare comparison question is: ‘How much would a family with three children have to spend to make it as well off as a family with two children spending $20,000?’ This question, if it it can be answered at all, cannot be answered by comparing the consumption patterns of households with two children with those of households ...
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The adjective. Comparison

1958
An adjective modifying a noun generally stands immediately before it, as in English.
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Comparison of Batches

2003
Multivariate statistical analysis is concerned with analysing and understanding data in high dimensions. We suppose that we are given a set \(\{x_{i}\}^{n}_{i=1}\) of n observations of a variable vector X in \(\mathbb {R}^{p}\). That is, we suppose that each observation x i has p dimensions: $$x_i = (x_{i1}, x_{i2}, \ldots , x_{ip}),$$ and that ...
Léopold Simar, Wolfgang Karl Härdle
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Comparison and choice

Theory and Decision, 1982
This paper develops the idea of a choice as a mapping of subsets of a set X into their respective subsets and the idea of the comparison, as a relation between elements of X, that is determined or ‘revealed’ by a choice. It then studies how certain properties of a choice imply or are implied by certain properties, such as acyclicity, quasi-transitivity,
Murat R. Sertel   +3 more
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