ghc-statistics-linreg-0.3-bp154.1.17 >  A bx!M@eeeҞ3߻USzX4i]򶰱tEċCӨ~'&4//,4=jC!hw| . Fg??i;[:b1zaljO4W^pM~dP"geܧL rcﭘ匜{-W7j]'%osa09a6c3a1a84beb2fb09095e35f07d5e59f4d51efdb68bd4d56f88eb24ea657b2cccf1c249109031b082656c6f09a087172b1166bx!M@eeeD{l iXޛ匪Rp" ĕ+hzڽKG2;AQ/:W6{}>X<*ԑ {B5kb? Mk Ͱ5FBlK>v./O%#dOMXyIBW(d$Wfe IqWS*8t U)oZp>?d ' p<@HLirv      MMM(89:<F|GHIXY\]^bbcde flu$v4wxyJz 04:|Cghc-statistics-linreg0.3bp154.1.17Linear regression between two samples, based on the 'statistics' packageProvides functions to perform a linear regression between 2 samples, see the documentation of the linearRegression functions. This library is based on the 'statistics' package. * 0.3: you can now use all functions on any instance of the Vector class (not just unboxed vectors). * 0.2.4: added distribution estimations for standard regression parameters. * 0.2.3: added robust-fit support. * 0.2.2: added the Total-Least-Squares version and made some refactoring to eliminate code duplication * 0.2.1: added the r-squared version and improved the performances. Code sample: > import qualified Data.Vector.Unboxed as U > > test :: Int -> IO () > test k = do > let n = 10000000 > let a = k*n + 1 > let b = (k+1)*n > let xs = U.fromList [a..b] > let ys = U.map (x -> x*100 + 2000) xs > -- thus 100 and 2000 are the alpha and beta we want > putStrLn "linearRegression:" > print $ linearRegression xs ys The r-squared and Total-Least-Squares versions work the same way.bxulamb21SUSE Linux Enterprise 15 SP4openSUSEMIThttps://bugs.opensuse.orgUnspecifiedhttps://hackage.haskell.org/package/statistics-linreglinuxx86_64%AA큤bxtbxsbxsS-a03bdd671df17729daefb1d180ecadc4e3b3d48a577afb7e1787ae774c5e26fc6161451afadd5be365326dd2947a8628ff72510bc4cbedf1b5c976c3ba002813rootrootrootrootrootrootrootrootghc-statistics-linreg-0.3-bp154.1.17.src.rpmghc-statistics-linregghc-statistics-linreg(x86-64)libHSstatistics-linreg-0.3-Cgr13xgIlU9oNnknQmcUF-ghc8.10.7.so()(64bit)@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@    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