Parents (Total: 4)

The searched file hash is included in 4 parent files which include package known and seen by metalookup. A sample is included below:

Key	Value
MD5	3091E6EB437AB368CC8C475483B13C3E
PackageArch	ppc
PackageDescription	Contains universal (also called automatic or black-box) algorithms that can generate random numbers from large classes of continuous or discrete distributions, and also from practically all standard distributions. To generate random numbers the user must supply some information about the desired distribution, especially a C-function that computes the density and - depending on the chosen methods - some additional information (like the borders of the domain, the mode, the derivative of the density ...). After a user has given this information an init-program computes all tables and constants necessary for the random variate generation. The sample program can then generate variates from the desired distribution.
PackageMaintainer	Fedora Project
PackageName	root-unuran
PackageRelease	5.fc20
PackageVersion	5.34.09
SHA-1	A83CF9379DA3B917F650D178840B44EB49EBB9E7
SHA-256	116ECDCD732F94A9BA50101CA30395CA8E627536009520C7B9DD20CEA7CC3FE1

Key	Value
MD5	F9A7B3C5AF7A30ACDA362E78AD4BC6AD
PackageArch	ppc
PackageDescription	Contains universal (also called automatic or black-box) algorithms that can generate random numbers from large classes of continuous or discrete distributions, and also from practically all standard distributions. To generate random numbers the user must supply some information about the desired distribution, especially a C-function that computes the density and - depending on the chosen methods - some additional information (like the borders of the domain, the mode, the derivative of the density ...). After a user has given this information an init-program computes all tables and constants necessary for the random variate generation. The sample program can then generate variates from the desired distribution.
PackageMaintainer	Koji
PackageName	root-unuran
PackageRelease	1.fc17
PackageVersion	5.32.02
SHA-1	39D83341BEEE6D656698682EA7F531A2B9D52D3C
SHA-256	DE17C6E1C53712CDCB7D1EB3FCE6DCD91C539B54958DC4C02F77A986B2BFDFAB

Key	Value
MD5	31FE6D61999ECA2E55DEC773FF06DA9E
PackageArch	ppc
PackageDescription	Contains universal (also called automatic or black-box) algorithms that can generate random numbers from large classes of continuous or discrete distributions, and also from practically all standard distributions. To generate random numbers the user must supply some information about the desired distribution, especially a C-function that computes the density and - depending on the chosen methods - some additional information (like the borders of the domain, the mode, the derivative of the density ...). After a user has given this information an init-program computes all tables and constants necessary for the random variate generation. The sample program can then generate variates from the desired distribution.
PackageMaintainer	Koji
PackageName	root-unuran
PackageRelease	1.fc18
PackageVersion	5.34.02
SHA-1	0FB84ACDDF6A693F11360401663201FE657A085F
SHA-256	B52A4F01CAC5E290FD348A4BEC87037F1B2B853CE1C9F42FD6ED8CBC4E3BD41C

Key	Value
MD5	73679038D7F9C5FEF3A718988179D171
PackageArch	ppc
PackageDescription	Contains universal (also called automatic or black-box) algorithms that can generate random numbers from large classes of continuous or discrete distributions, and also from practically all standard distributions. To generate random numbers the user must supply some information about the desired distribution, especially a C-function that computes the density and - depending on the chosen methods - some additional information (like the borders of the domain, the mode, the derivative of the density ...). After a user has given this information an init-program computes all tables and constants necessary for the random variate generation. The sample program can then generate variates from the desired distribution.
PackageMaintainer	Koji
PackageName	root-unuran
PackageRelease	2.fc19
PackageVersion	5.34.02
SHA-1	CE48E994A9BBD553F0ABCC32153C5B2675EB3E81
SHA-256	B83AE035B926D46BC7BD9C88F6B8D73DF1767FA80C5CC5910E1E1ACBEE427AF1