Result for 0225C6F58B33E7C48A9A69DA24DB5361D1609F76

Query result

Key Value
FileName./usr/lib64/R/library/qtl/html/flip.order.html
FileSize2267
MD596B5B8579B6896967D4B9C6608A0F17A
SHA-10225C6F58B33E7C48A9A69DA24DB5361D1609F76
SHA-2569A69CEDD4182EAFEA61DA94A28F7DF3D348D1EBDC40F55420AE98A251DA6368E
SSDEEP48:lmIRPpmpemszm5FfzVGNHbN2utleUVj8gkqn7M/7ReP7zxR2UEzqO:1RAemszm5dzVGtJ7tleUwb/FO7zn5El
TLSHT17F417646A7C6071B5500D3BDB5519F68B98F43B2C9A818C07C4AA335E885EA0E33834B
hashlookup:parent-total3
hashlookup:trust65

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Parents (Total: 3)

The searched file hash is included in 3 parent files which include package known and seen by metalookup. A sample is included below:

Key Value
MD50F05AEE449E4D4DE12D45F24C965FFBA
PackageArchi386
PackageDescriptionR-qtl is an extensible, interactive environment for mapping quantitative trait loci (QTLs) in experimental crosses. Our goal is to make complex QTL mapping methods widely accessible and allow users to focus on modeling rather than computing. A key component of computational methods for QTL mapping is the hidden Markov model (HMM) technology for dealing with missing genotype data. We have implemented the main HMM algorithms, with allowance for the presence of genotyping errors, for backcrosses, intercrosses, and phase-known four-way crosses. The current version of R-qtl includes facilities for estimating genetic maps, identifying genotyping errors, and performing single-QTL genome scans and two-QTL, two-dimensional genome scans, by interval mapping (with the EM algorithm), Haley-Knott regression, and multiple imputation. All of this may be done in the presence of covariates (such as sex, age or treatment). One may also fit higher-order QTL models by multiple imputation and Haley-Knott regression.
PackageMaintainerFedora Project
PackageNameR-qtl
PackageRelease1.el5
PackageVersion1.40.8
SHA-1C43BAB98CD935E793324EA511D5B7D57851815F6
SHA-256AFF5E6CBC8775FE95E35CD8BA0D0D5DB0CCA957D22CA10459D42B2FBE236EF37
Key Value
MD5580248D94BA3E9D3B9AA7871F5BBECB3
PackageArchx86_64
PackageDescriptionR-qtl is an extensible, interactive environment for mapping quantitative trait loci (QTLs) in experimental crosses. Our goal is to make complex QTL mapping methods widely accessible and allow users to focus on modeling rather than computing. A key component of computational methods for QTL mapping is the hidden Markov model (HMM) technology for dealing with missing genotype data. We have implemented the main HMM algorithms, with allowance for the presence of genotyping errors, for backcrosses, intercrosses, and phase-known four-way crosses. The current version of R-qtl includes facilities for estimating genetic maps, identifying genotyping errors, and performing single-QTL genome scans and two-QTL, two-dimensional genome scans, by interval mapping (with the EM algorithm), Haley-Knott regression, and multiple imputation. All of this may be done in the presence of covariates (such as sex, age or treatment). One may also fit higher-order QTL models by multiple imputation and Haley-Knott regression.
PackageMaintainerFedora Project
PackageNameR-qtl
PackageRelease1.el5
PackageVersion1.40.8
SHA-13B5222BCA7481DD723FDDC8DDEE0B8A1189729B6
SHA-2569500EB0D6E664F96CFB0C6711108753F664974AAD38B737C0F29F29041CCEA13
Key Value
MD5B15D66FDD7C0D5551D281B706C3B38D3
PackageArchppc
PackageDescriptionR-qtl is an extensible, interactive environment for mapping quantitative trait loci (QTLs) in experimental crosses. Our goal is to make complex QTL mapping methods widely accessible and allow users to focus on modeling rather than computing. A key component of computational methods for QTL mapping is the hidden Markov model (HMM) technology for dealing with missing genotype data. We have implemented the main HMM algorithms, with allowance for the presence of genotyping errors, for backcrosses, intercrosses, and phase-known four-way crosses. The current version of R-qtl includes facilities for estimating genetic maps, identifying genotyping errors, and performing single-QTL genome scans and two-QTL, two-dimensional genome scans, by interval mapping (with the EM algorithm), Haley-Knott regression, and multiple imputation. All of this may be done in the presence of covariates (such as sex, age or treatment). One may also fit higher-order QTL models by multiple imputation and Haley-Knott regression.
PackageMaintainerFedora Project
PackageNameR-qtl
PackageRelease1.el5
PackageVersion1.40.8
SHA-1FBDCB895C1572F670C5826876BAA32CF8AD4BAE6
SHA-25667E81D17201EACFD0992486A47BC7836A9FDDF366DD206952EDDA3BEAD0F5F7B