#A function
snpfmridata(n = 300, gamma=0.00001, ncomps = 2, jth = 1)
the sample size
the hyper-parameters
the number of canonical vectors
the influence function of the jth canonical vector
Influence value of canonical correlation analysis for the ideal data
Influence value of canonical correlation analysis for the contaminated data
Influence value of kernel canonical correlation analysis for the ideal data
Influence value of kernel canonical correlation analysis for the contaminated data
Influence value of robsut (Hampel's loss) canonical correlation analysis for the ideal data
Influence value of robsut (Hampel's loss) canonical correlation analysis for the contaminated data
Influence value of robsut (Huber's loss) canonical correlation analysis for the ideal data
Influence value of robsut (Huber's loss) canonical correlation analysis for the contaminated data
Md Ashad Alam, Kenji Fukumizu and Yu-Ping Wang (2018), Influence Function and Robust Variant of Kernel Canonical Correlation Analysis, Neurocomputing, Vol. 304 (2018) 12-29.
Md Ashad Alam, Vince D. Calhoun and Yu-Ping Wang (2018), Identifying outliers using multiple kernel canonical correlation analysis with application to imaging genetics, Computational Statistics and Data Analysis, Vol. 125, 70- 85
See also as rkcca
, ifrkcca
, snpfmrimth3D
# NOT RUN {
##Dummy data:
n<-100
snpfmridata(n, 0.00001, 10, jth = 1)
# }
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