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RANK TESTS OF PARTIAL CORRELATION
Bulletin of Mathematical Statistics, 1981Rank statistics to test the null hypothesis that X and Y are conditionally, given Z, independent are given and their asymptotic properties are investigated under the model (X, Y, Z) = (U+ anW, V-FbnW,W) where (U, V) and W are independent. It is shown that linear rank tests given by (X, Y) based on the random sample of size n are asymptotically ...
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Intraclass Rank Tests for Independence
Biometrika, 1981SUMMARY An intraclass rank test of Spearman type is proposed to test for independence in a bivariate population. The test is useful when there is prior information that the population has the same marginal distributions. It is shown that the proposed test is asymptotically equivalent to Spearman's test under the null hypothesis of independence and its ...
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Rank Sum Test or Paired t Test?
Plastic and Reconstructive Surgery, 2011Guo, J., Wu, G.
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Low CP Rank and Tucker Rank Tensor Completion for Estimating Missing Components in Image Data
IEEE Transactions on Circuits and Systems for Video Technology, 2020Yipeng Liu, Zhen Long, Huyan Huang
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From Rank Estimation to Rank Approximation: Rank Residual Constraint for Image Restoration
IEEE Transactions on Image Processing, 2020Zhiyuan Zha, Xin Yuan, Bihan Wen
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Bayesian Low-Tubal-Rank Robust Tensor Factorization with Multi-Rank Determination
IEEE Transactions on Pattern Analysis and Machine Intelligence, 2021Yang Zhou, Yiu-Ming Cheung
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