Result for 4E398E0AF9F03BF38657145CAEA34F66D52AE97C

Query result

Key Value
FileName./usr/lib64/R/library/ELMSO/INDEX
FileSize289
MD55C4129F6CA7213389CB2A151A9107B9D
SHA-14E398E0AF9F03BF38657145CAEA34F66D52AE97C
SHA-2567BC8208FC1D06BE0EB437FFD1F24FC0E12E4F3D3A7240A8810823A4E89B9F1A7
SSDEEP6:XGgh+gfkg2oh/FInPQVj9cxgh+g8M95g6:Xx+gfkgRanPQVRcx4+gF5g6
TLSHT1C5D05E6D1062BE768F9FD1E5B67F381E61A24800031836C03E9C03D86B2152D6AE1E4D
hashlookup:parent-total5
hashlookup:trust75

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Parents (Total: 5)

The searched file hash is included in 5 parent files which include package known and seen by metalookup. A sample is included below:

Key Value
MD568101C092A171C5B50AE5E4C669F4E14
PackageArchx86_64
PackageDescriptionAn implementation of the algorithm described in "Efficient Large- Scale Internet Media Selection Optimization for Online Display Advertising" by Paulson, Luo, and James (Journal of Marketing Research 2018; see URL below for journal text/citation and <http://faculty.marshall.usc.edu/gareth-james/Research/ELMSO.pdf> for a full-text version of the paper). The algorithm here is designed to allocate budget across a set of online advertising opportunities using a coordinate-descent approach, but it can be used in any resource-allocation problem with a matrix of visitation (in the case of the paper, website page- views) and channels (in the paper, websites). The package contains allocation functions both in the presence of bidding, when allocation is dependent on channel-specific cost curves, and when advertising costs are fixed at each channel.
PackageNameR-ELMSO
PackageReleaselp153.2.3
PackageVersion1.0.1
SHA-14B93F4F038D9BC32E02F6C87BBD38B17618F6B3E
SHA-2561416D2426189C114C288DED6F733F7FE4DEECD638F3275686224D91B746F4943
Key Value
MD5D95A7A12DACF22B03D70E113354F50C1
PackageArchx86_64
PackageDescriptionAn implementation of the algorithm described in "Efficient Large- Scale Internet Media Selection Optimization for Online Display Advertising" by Paulson, Luo, and James (Journal of Marketing Research 2018; see URL below for journal text/citation and <http://faculty.marshall.usc.edu/gareth-james/Research/ELMSO.pdf> for a full-text version of the paper). The algorithm here is designed to allocate budget across a set of online advertising opportunities using a coordinate-descent approach, but it can be used in any resource-allocation problem with a matrix of visitation (in the case of the paper, website page- views) and channels (in the paper, websites). The package contains allocation functions both in the presence of bidding, when allocation is dependent on channel-specific cost curves, and when advertising costs are fixed at each channel.
PackageNameR-ELMSO
PackageReleaselp153.2.1
PackageVersion1.0.1
SHA-1100BF97C0EB2DA6D3BF2A63A903E8B57497D1B98
SHA-256A7937B7163BB93D2C5AF95C968AD00587617C833806F8D953D3C7A741B4EE778
Key Value
MD586CDB60703BCBA4A1E67B68986D0A1A6
PackageArchx86_64
PackageDescriptionAn implementation of the algorithm described in "Efficient Large- Scale Internet Media Selection Optimization for Online Display Advertising" by Paulson, Luo, and James (Journal of Marketing Research 2018; see URL below for journal text/citation and <http://faculty.marshall.usc.edu/gareth-james/Research/ELMSO.pdf> for a full-text version of the paper). The algorithm here is designed to allocate budget across a set of online advertising opportunities using a coordinate-descent approach, but it can be used in any resource-allocation problem with a matrix of visitation (in the case of the paper, website page- views) and channels (in the paper, websites). The package contains allocation functions both in the presence of bidding, when allocation is dependent on channel-specific cost curves, and when advertising costs are fixed at each channel.
PackageMaintainerhttps://www.suse.com/
PackageNameR-ELMSO
PackageReleaselp154.2.1
PackageVersion1.0.1
SHA-18719E1D28831FE704C5ED4B4A6B07B8A91FA7E80
SHA-25689E84239E5DFDEB422334EB924E20EA06AA6226EBA14C8F19D64F14A6BA84E9A
Key Value
MD58DC5D211A05E1CF1E9CA248B00FF5048
PackageArchx86_64
PackageDescriptionAn implementation of the algorithm described in "Efficient Large- Scale Internet Media Selection Optimization for Online Display Advertising" by Paulson, Luo, and James (Journal of Marketing Research 2018; see URL below for journal text/citation and <http://faculty.marshall.usc.edu/gareth-james/Research/ELMSO.pdf> for a full-text version of the paper). The algorithm here is designed to allocate budget across a set of online advertising opportunities using a coordinate-descent approach, but it can be used in any resource-allocation problem with a matrix of visitation (in the case of the paper, website page- views) and channels (in the paper, websites). The package contains allocation functions both in the presence of bidding, when allocation is dependent on channel-specific cost curves, and when advertising costs are fixed at each channel.
PackageNameR-ELMSO
PackageRelease2.21
PackageVersion1.0.1
SHA-1790F81FDE4A16BB742973A1F1BF029359F6412F2
SHA-25620D944660326116F8A696563EF9D033E392D0041FDCF076649D46E8A6B4AA9F0
Key Value
MD5D97F204FFC5051A0DB3AD27B6129847F
PackageArchx86_64
PackageDescriptionAn implementation of the algorithm described in "Efficient Large- Scale Internet Media Selection Optimization for Online Display Advertising" by Paulson, Luo, and James (Journal of Marketing Research 2018; see URL below for journal text/citation and <http://faculty.marshall.usc.edu/gareth-james/Research/ELMSO.pdf> for a full-text version of the paper). The algorithm here is designed to allocate budget across a set of online advertising opportunities using a coordinate-descent approach, but it can be used in any resource-allocation problem with a matrix of visitation (in the case of the paper, website page- views) and channels (in the paper, websites). The package contains allocation functions both in the presence of bidding, when allocation is dependent on channel-specific cost curves, and when advertising costs are fixed at each channel.
PackageNameR-ELMSO
PackageReleaselp152.2.6
PackageVersion1.0.1
SHA-1E6D1DAE6FBACCB930AC7706E62B4B7C99E230E50
SHA-256A0D887397F5115DED96DBF5AF18AAF39A39807A846EC3B46F59FDFEBFA5A27EE