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Relative rank axioms for infinite matroids
2010In a recent paper, Bruhn, Diestel, Kriesell and Wollan present four systems of axioms for infinite matroids, in terms of independent sets, bases, closure and circuits. No system of rank axioms is given. We give an easy example showing that rank function of an infinite matroid may not suffice to characterize it. We present a system of axioms in terms of
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On some alternative procedures using ranks for the analysis of experimental designs
Communications in Statistics - Theory and Methods, 1976exaly
Optimal tests for multivariate location based on interdirections and pseudo-Mahalanobis ranks
Annals of Statistics, 2002Marc Hallin
exaly
Pore structure of deep coal of different ranks and its effect on coalbed methane adsorption
International Journal of Hydrogen EnergyZe Deng, Daxing Wang
exaly
Monge–Kantorovich depth, quantiles, ranks and signs
Annals of Statistics, 2017Marc Hallin, Alfred Galichon
exaly
Estimators based on ranks for arma models
Communications in Statistics - Theory and Methods, 1991VÍCTOR J Yohai
exaly