Results 241 to 250 of about 74,760 (269)
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Bounds on 2-Query Codeword Testing
2003We present upper bounds on the size of codes that are locally testable by querying only two input symbols. For linear codes, we show that any 2-locally testable code with minimal distance δn over any finite field \(\mathbb{F}\) cannot have more than \(|\mathbb{F}|^{3/\delta}\) codewords. This result holds even for testers with two-sided error.
Eli Ben-Sasson +2 more
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Bounds for threshold and majority group testing
2011 IEEE International Symposium on Information Theory Proceedings, 2011We consider two generalizations of group testing: threshold group testing (introduced by Damaschke [8]) and majority group testing (a further generalization, including threshold group testing and a model introduced by Lebedev [15]).
Rudolf Ahlswede +2 more
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Tight Bounds for Testing k-Linearity
2012The function \(f : \mathbb{F}_2^n \to \mathbb{F}_2\) is k-linear if it returns the sum (over \(\mathbb{F}_2\)) of exactly k coordinates of its input. We introduce strong lower bounds on the query complexity for testing whether a function is k-linear.
Eric Blais, Daniel M. Kane
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A Series of Lower Bounds to the Reliability of a Test
Psychometrika, 1978Two well-known lower bounds to the reliability in classical test theory, Guttman’s λ2 and Cronbach’s coefficient alpha, are shown to be terms of an infinite series of lower bounds. All terms of this series are equal to the reliability if and only if the test is composed of items which are essentially tau-equivalent.
ten Berge, J.M.F., Zegers, F.E.
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Isomorphism testing for graphs of bounded genus
Proceedings of the twelfth annual ACM symposium on Theory of computing - STOC '80, 1980We present an algorithm which determines isomorphism of graphs in vO(g)steps where v is the number of vertices and g is the genus of the graphs. In [FMR 79] an algorithm was presented for embedding graph on surfaces of genus g in vO(g) steps. Here we show how to extend this algorithm to isomorphism testing for graphs of small genus.
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Better Bounds for Event Sequencing Testing
2013 IEEE Sixth International Conference on Software Testing, Verification and Validation Workshops, 2013A permutation of a sequence of events is a common construction in many testing environments. Covering all possible permutations has clearly an exponential behavior; so one can ask for partial (easier) requirement, to cover all possible orders: permutations induced on of a small cardinality subset of elements. In our paper we show better (both lower and
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Reliability Bounds for Multistate Systems with Multistate Components
Operations Research, 1985Kailash C Kapur
exaly
An augmented autoregressive distributed lag bounds test for cointegration
Economic Modelling, 2019Soo Khoon Goh
exaly

