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Early neurophysiological signatures of multi-digit number length encoding. [PDF]

Sci Rep
Neumann N, Pinhas M.
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Information for step length adjustment in running

Human Movement Science, 2005
The purpose of this study was to directly test the hypothesis that the tau parameter, as introduced by Lee et al. [Lee, D. N., Lishman, J. R., & Thomson, J. A. (1982). Regulation of gait in long jumping. Journal of Experimental Psychology: Human Perception and Performance, 8, 448-459] and Warren et al. [Warren, W. H., Young, D. S., & Lee, D. N. (1986).
William P, Berg, Leonard S, Mark
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Information-theoretic lengths of Jacobi polynomials

Journal of Physics A: Mathematical and Theoretical, 2010
The authors study the information-theoretic lengths of the Jacobi polynomials \(P_n^{\alpha, \beta} (x)\) using the Rakhmanov probability density associated with these polynomials \(P_n^{\alpha, \beta} (x)\). They determine an explicit expression for the Fisher length of the Jacobi polynomials and also find an explicit formula for the Renyi lengths of ...
Guerrero, A., Sánchez-Moreno, P., Dehesa, J. S.   +2 more
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Texture information in run-length matrices

IEEE Transactions on Image Processing, 1998
We use a multilevel dominant eigenvector estimation algorithm to develop a new run-length texture feature extraction algorithm that preserves much of the texture information in run-length matrices and significantly improves image classification accuracy over traditional run-length techniques.
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On the optimal disclosure of queue length information

Naval Research Logistics (NRL), 2016
AbstractSimhon et al. (2016) proved that disclosing queue length to customers when the queue is shorter than some threshold and concealing the information otherwise cannot maximize the throughout of M/M/1 queues—when customers are familiar with the policy and the threshold. We show that said policy indeed maximizes throughput when customers do not have
Kaili Li, Shiliang Cui, Jinting Wang
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