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              grep rough audit - static analysis tool
                  v2.8 written by @Wireghoul
=================================[justanotherhacker.com]===
r-cran-rspectra-0.16-0/vignettes/introduction.Rmd-187-`svds()` also has the function interface: users provide functions `A`
r-cran-rspectra-0.16-0/vignettes/introduction.Rmd:188:and `Atrans` that calcualtes $Ax$ and $A'x$ respectively, and `svds()` will
r-cran-rspectra-0.16-0/vignettes/introduction.Rmd-189-compute the Truncated SVD.
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r-cran-rspectra-0.16-0/inst/examples/svds.R-47-    res = withCallingHandlers(
r-cran-rspectra-0.16-0/inst/examples/svds.R:48:        tryCatch(svd_resid(eval(expr, envir = env), env$svd0),
r-cran-rspectra-0.16-0/inst/examples/svds.R-49-                 error = function(e) e),
##############################################
r-cran-rspectra-0.16-0/inst/doc/introduction.Rmd-187-`svds()` also has the function interface: users provide functions `A`
r-cran-rspectra-0.16-0/inst/doc/introduction.Rmd:188:and `Atrans` that calcualtes $Ax$ and $A'x$ respectively, and `svds()` will
r-cran-rspectra-0.16-0/inst/doc/introduction.Rmd-189-compute the Truncated SVD.
##############################################
r-cran-rspectra-0.16-0/inst/include/Spectra/SymGEigsSolver.h-190-    ///             calculating \f$L^{-1}v\f$ and \f$(L')^{-1}v\f$ for any vector
r-cran-rspectra-0.16-0/inst/include/Spectra/SymGEigsSolver.h:191:    ///             \f$v\f$, where \f$LL'=B\f$. Users could either
r-cran-rspectra-0.16-0/inst/include/Spectra/SymGEigsSolver.h-192-    ///             create the object from the wrapper classes such as DenseCholesky, or
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r-cran-rspectra-0.16-0/inst/include/Spectra/LinAlg/UpperHessenbergQR.h-225-    ///
r-cran-rspectra-0.16-0/inst/include/Spectra/LinAlg/UpperHessenbergQR.h:226:    /// Overwrite `dest` with \f$Q'HQ = RQ + sI\f$, where \f$H\f$ is the input matrix `mat`,
r-cran-rspectra-0.16-0/inst/include/Spectra/LinAlg/UpperHessenbergQR.h-227-    /// and \f$s\f$ is the shift. The result is an upper Hessenberg matrix.
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r-cran-rspectra-0.16-0/inst/include/Spectra/LinAlg/UpperHessenbergQR.h-615-    ///
r-cran-rspectra-0.16-0/inst/include/Spectra/LinAlg/UpperHessenbergQR.h:616:    /// Overwrite `dest` with \f$Q'HQ = RQ + sI\f$, where \f$H\f$ is the input matrix `mat`,
r-cran-rspectra-0.16-0/inst/include/Spectra/LinAlg/UpperHessenbergQR.h-617-    /// and \f$s\f$ is the shift. The result is a tridiagonal matrix.