Result for 292FF3ECB9F736501D39A1C373FE81C77845C04D

Query result

Key Value
FileName./usr/lib/R/library/rsvd/Meta/package.rds
FileSize1337
MD527EC52519808BAA79AD851C169A31BC4
SHA-1292FF3ECB9F736501D39A1C373FE81C77845C04D
SHA-2560D2FF4C6F85B3C0B7091C30C04489C32C385938A8DE0515406E1307A8566BB16
SSDEEP24:X3qtFVCB5L7aUJ82CVqQA2SJp6+ypyFrQLiILjNSVW7:X3qFI1+UJ82CVqQAjcbIKVUq
TLSHT17A21D8972BF8528B8895CD73C2B41B102CCC57143DC5AE578CAE04B53695F4632B962D
hashlookup:parent-total1
hashlookup:trust55

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Parents (Total: 1)

The searched file hash is included in 1 parent files which include package known and seen by metalookup. A sample is included below:

Key Value
MD579AFB410EA5EDB9829D7B744FF4C5F5D
PackageArchi586
PackageDescriptionLow-rank matrix decompositions are fundamental tools and widely used for data analysis, dimension reduction, and data compression. Classically, highly accurate deterministic matrix algorithms are used for this task. However, the emergence of large-scale data has severely challenged our computational ability to analyze big data. The concept of randomness has been demonstrated as an effective strategy to quickly produce approximate answers to familiar problems such as the singular value decomposition (SVD). The rsvd package provides several randomized matrix algorithms such as the randomized singular value decomposition (rsvd), randomized principal component analysis (rpca), randomized robust principal component analysis (rrpca), randomized interpolative decomposition (rid), and the randomized CUR decomposition (rcur). In addition several plot functions are provided. The methods are discussed in detail by Erichson et al. (2016) <arXiv:1608.02148>.
PackageNameR-rsvd
PackageRelease1.33
PackageVersion1.0.2
SHA-1A60193D637C8302B72442962DC5EF7FFFFC504AC
SHA-25650176760D5FE319E279AE867C13CD93C76C0D5E7D5ADBC24ABCB3C44E89359FE