Results 231 to 240 of about 65,550 (268)
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Sufficiency and conditionality

Biometrika, 1975
SUMMARY Ancillary statistics are divided into two logically distinct types: those determined by the experimental design and those determined by the mathematical modelling of the problem. It is pointed out that, in the class of inference problems where our purpose is to gain information or insight into the nature of a chance set-up, a weakened ...
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Necessary but Not Sufficient

IEEE Security & Privacy Magazine, 2010
Considering where the practice of information security started, the industry has certainly progressed over the past several decades. Forty years ago, only a handful of individuals understood the core concepts of computer system security. Today there are universities with degree programs in computer security, US federal mandates regarding IT system ...
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Sufficiency, Minimal Sufficiency, and the Lack Thereof

The American Statistician, 1976
Abstract This paper presents at an elementary level a unified presentation of concepts related to sufficiency and minimal sufficiency. Extensively discussed are techniques for showing in a particular statistical model that a given statistic is not sufficient or that a given sufficient statistic is not minimal.
Allan Sampson, Bruce Spencer
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Local Sufficiency

Biometrika, 1984
Let \(Z_ 1,Z_ 2,..\). be independent with distribution depending on an unknown real parameter \(\vartheta\), and let X be a p-variate statistic depending on \(Z_ 1,...,Z_ n\). Write L(X,\(\vartheta)\) for the distribution of X when \(\vartheta\) is the parameter.
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On L-sufficient concept of partial sufficiency

2013
Statistica; Vol 49, No 4 (1989)
Sanchez, J. C.   +2 more
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On Sufficiency and Ancillarity

Sankhya A
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Sufficient Conditions for Inessentiality

Econometrica, 1993
Summary: Consider a sequence economy in which small agents trade event-contingent claims to a single physical good. The agents have uncommon priors, state- contingent utility functions, and asymmetric information in every period. The claims traded vary from period to period.
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Where oblivious is not sufficient

Computer Compacts, 1983
Abstract Lipton and Sedgewick (1981) have made some generalisations of Thompson's VLSI model (1980) by weakening some restrictions about the input-output schedule (where-oblivious, when-oblivious). They claim that the lower bound results for Thompson's model hold under the assumption that the I/O schedule is where-oblivious and that using their proof
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Sufficiency: A systematic literature review

Ecological Economics, 2022
Pasi Heikkurinen
exaly  

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