Function for principal component analysis (PCA)?

Posted 3 months ago
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 I downloaded the Boston housing price data collection from the Internet for practice. Related blogs discuss principal component analysis (PCA). But I did not search for relevant examples, commands, or functions on the Wolfram website. Are there any readily commands or functions for PCA in Mathematica? Remove["Global*"] {key, data} = {First@#, 0.0 + ToExpression@Rest@#} &@ Import["https://raw.githubusercontent.com/selva86/datasets/master/\ BostonHousing.csv", {"CSV", "RawData"}]; {test, train} = TakeDrop[#, 100] &@((#[[1 ;; -2]] -> #[[-1]]) & /@ data); p = Predict[train]; m = PredictorMeasurements[p1, test]; m["Properties"] 
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Posted 3 months ago
 You have two little programs about PCR and PCC in the book " Geographical Models with Mathematica" (pp 43-45)
Posted 3 months ago
 I have borrowed this book from the library~~I am currently studying! Thanks for your suggestions!
 Hi Ming-Chou,WL has a PrincipalComponents function that may work for you.A suggestion on your code. Evaluating ToExpression on data from an external source can pose a security risk. Here is an alternative dataset = Import["https://raw.githubusercontent.com/selva86/datasets/master/BostonHousing.csv", "Dataset", HeaderLines -> 1]; dataPredict = dataset[All, Most@Values@# -> Last@Values@# &] // Normal It is important to randomize the data before analyzing it to remove any bias from the way the data is sorted. The ResourceFunction TrainTestSplit is useful for this. {train, test} = ResourceFunction["TrainTestSplit"][dataPredict]; p = Predict[train]; There is a typo in the code, p should be passed to PredictorMeasurements, not p1`.