Result for 0F1A9C185AD900C3A2B9C269E157C321FA0EC1A9

Query result

Key Value
FileName./usr/lib/gap/pkg/guava-3.15/.travis.yml
FileSize755
MD5A53B9A6DA0F263455D688C887891B162
SHA-10F1A9C185AD900C3A2B9C269E157C321FA0EC1A9
SHA-256269C27D7631477027A3641BB2F38FFFEAC307C9303B1C35EEB8176701C17DA04
SSDEEP12:ZqCZB1TLd4bX46MBB8Ji3aqIY2HI7gP2k8IbDRrFye9zeeigRgA3JFFHYe/:ZqCZvHqk6MgJPrYEI7in1ASR5H1R/
TLSHT1FB0164A5AC20B073FA6A948670E4B546A973FD23EDC570A1BDCCC2084FCA39D0136A60
hashlookup:parent-total9
hashlookup:trust95

Network graph view

Parents (Total: 9)

The searched file hash is included in 9 parent files which include package known and seen by metalookup. A sample is included below:

Key Value
MD546A7CE3E027BF8A46941DF02EAACE299
PackageArcharmv7hl
PackageDescriptionGUAVA is a package that implements coding theory algorithms in GAP. Codes can be created and manipulated and information about codes can be calculated. GUAVA consists of various files written in the GAP language, and an external program from J. S. Leon for dealing with automorphism groups of codes and isomorphism testing functions. Several algorithms that need the speed are integrated in the GAP kernel. The functions within GUAVA can be divided into four categories: - Construction of codes. GUAVA can construct non-linear, linear and cyclic codes over an arbitrary finite field. Examples are HadamardCode, ReedMullerCode, BestKnownLinearCode, QRCode and GoppaCode. - Manipulation of codes. These functions allow the user to transform one code into another or to construct a new code from two codes. Examples are PuncturedCode, DualCode, DirectProductCode and UUVCode. - Computation of information about codes. This information is stored in the code record. Examples are MinimumDistance, OuterDistribution, IsSelfDualCode and AutomorphismGroup. - Generation of bounds on linear codes. The table by Brouwer and Verhoeff (as it existed in the mid-1990s) is incorporated into GUAVA. For example, BoundsMinimumDistance.
PackageMaintainerFedora Project
PackageNamegap-pkg-guava
PackageRelease6.fc34
PackageVersion3.15
SHA-10A6636D9EEAB27EA74885F1288F9A915C6049FFD
SHA-2567C34439F76F18EEDAEB1A1104AE931174B1D1973E7AD44DD238A643E95BBE9BC
Key Value
MD51968D38BBCBFAFA25A50F45056589839
PackageArchx86_64
PackageDescriptionGUAVA is a package that implements coding theory algorithms in GAP. Codes can be created and manipulated and information about codes can be calculated. GUAVA consists of various files written in the GAP language, and an external program from J. S. Leon for dealing with automorphism groups of codes and isomorphism testing functions. Several algorithms that need the speed are integrated in the GAP kernel. The functions within GUAVA can be divided into four categories: - Construction of codes. GUAVA can construct non-linear, linear and cyclic codes over an arbitrary finite field. Examples are HadamardCode, ReedMullerCode, BestKnownLinearCode, QRCode and GoppaCode. - Manipulation of codes. These functions allow the user to transform one code into another or to construct a new code from two codes. Examples are PuncturedCode, DualCode, DirectProductCode and UUVCode. - Computation of information about codes. This information is stored in the code record. Examples are MinimumDistance, OuterDistribution, IsSelfDualCode and AutomorphismGroup. - Generation of bounds on linear codes. The table by Brouwer and Verhoeff (as it existed in the mid-1990s) is incorporated into GUAVA. For example, BoundsMinimumDistance.
PackageMaintainerFedora Project
PackageNamegap-pkg-guava
PackageRelease6.fc34
PackageVersion3.15
SHA-19CAFD7849F6E486495A02221D478482BE22DC751
SHA-256F6C7037BD562218D66E28F87E21AD9C5E57847FCC56D7B30CE947714E5FDECD9
Key Value
MD59F76C11CF1B58448F09C279269CF89B0
PackageArchaarch64
PackageDescriptionGUAVA is a package that implements coding theory algorithms in GAP. Codes can be created and manipulated and information about codes can be calculated. GUAVA consists of various files written in the GAP language, and an external program from J. S. Leon for dealing with automorphism groups of codes and isomorphism testing functions. Several algorithms that need the speed are integrated in the GAP kernel. The functions within GUAVA can be divided into four categories: - Construction of codes. GUAVA can construct non-linear, linear and cyclic codes over an arbitrary finite field. Examples are HadamardCode, ReedMullerCode, BestKnownLinearCode, QRCode and GoppaCode. - Manipulation of codes. These functions allow the user to transform one code into another or to construct a new code from two codes. Examples are PuncturedCode, DualCode, DirectProductCode and UUVCode. - Computation of information about codes. This information is stored in the code record. Examples are MinimumDistance, OuterDistribution, IsSelfDualCode and AutomorphismGroup. - Generation of bounds on linear codes. The table by Brouwer and Verhoeff (as it existed in the mid-1990s) is incorporated into GUAVA. For example, BoundsMinimumDistance.
PackageMaintainerFedora Project
PackageNamegap-pkg-guava
PackageRelease5.fc33
PackageVersion3.15
SHA-1C74C6E00116D76A4B065EBE64742A6A78EC0C98B
SHA-25679C22FD2C6C242F244FBEE81BED918DEB7EE58A2F01158CE190439A7A67DC5FE
Key Value
MD5D4A9F6B042763CF01874D75BCE659A36
PackageArchx86_64
PackageDescriptionGUAVA is a package that implements coding theory algorithms in GAP. Codes can be created and manipulated and information about codes can be calculated. GUAVA consists of various files written in the GAP language, and an external program from J. S. Leon for dealing with automorphism groups of codes and isomorphism testing functions. Several algorithms that need the speed are integrated in the GAP kernel. The functions within GUAVA can be divided into four categories: - Construction of codes. GUAVA can construct non-linear, linear and cyclic codes over an arbitrary finite field. Examples are HadamardCode, ReedMullerCode, BestKnownLinearCode, QRCode and GoppaCode. - Manipulation of codes. These functions allow the user to transform one code into another or to construct a new code from two codes. Examples are PuncturedCode, DualCode, DirectProductCode and UUVCode. - Computation of information about codes. This information is stored in the code record. Examples are MinimumDistance, OuterDistribution, IsSelfDualCode and AutomorphismGroup. - Generation of bounds on linear codes. The table by Brouwer and Verhoeff (as it existed in the mid-1990s) is incorporated into GUAVA. For example, BoundsMinimumDistance.
PackageMaintainerFedora Project
PackageNamegap-pkg-guava
PackageRelease5.fc33
PackageVersion3.15
SHA-13064C3DBF1CE9148C9F1D15CB37C7716860B0E5C
SHA-25696B27CC87BCD7AAF6C62CBA89A043F107C27F7B2AC273B0287C21ED5ACB3B06F
Key Value
MD597545A6052C1CCF86C76B37E6F9D293C
PackageArcharmv7hl
PackageDescriptionGUAVA is a package that implements coding theory algorithms in GAP. Codes can be created and manipulated and information about codes can be calculated. GUAVA consists of various files written in the GAP language, and an external program from J. S. Leon for dealing with automorphism groups of codes and isomorphism testing functions. Several algorithms that need the speed are integrated in the GAP kernel. The functions within GUAVA can be divided into four categories: - Construction of codes. GUAVA can construct non-linear, linear and cyclic codes over an arbitrary finite field. Examples are HadamardCode, ReedMullerCode, BestKnownLinearCode, QRCode and GoppaCode. - Manipulation of codes. These functions allow the user to transform one code into another or to construct a new code from two codes. Examples are PuncturedCode, DualCode, DirectProductCode and UUVCode. - Computation of information about codes. This information is stored in the code record. Examples are MinimumDistance, OuterDistribution, IsSelfDualCode and AutomorphismGroup. - Generation of bounds on linear codes. The table by Brouwer and Verhoeff (as it existed in the mid-1990s) is incorporated into GUAVA. For example, BoundsMinimumDistance.
PackageMaintainerFedora Project
PackageNamegap-pkg-guava
PackageRelease3.fc32
PackageVersion3.15
SHA-125165D3F66C094BAFBCD8A5C0F9BBE09B108D485
SHA-25649000B0FDAB3C9A010DD0B8BE4170F9BE5F232543D29D34694A798A58065E6DB
Key Value
MD50BACA280CC9F250DABA39EE28180CFE5
PackageArcharmv7hl
PackageDescriptionGUAVA is a package that implements coding theory algorithms in GAP. Codes can be created and manipulated and information about codes can be calculated. GUAVA consists of various files written in the GAP language, and an external program from J. S. Leon for dealing with automorphism groups of codes and isomorphism testing functions. Several algorithms that need the speed are integrated in the GAP kernel. The functions within GUAVA can be divided into four categories: - Construction of codes. GUAVA can construct non-linear, linear and cyclic codes over an arbitrary finite field. Examples are HadamardCode, ReedMullerCode, BestKnownLinearCode, QRCode and GoppaCode. - Manipulation of codes. These functions allow the user to transform one code into another or to construct a new code from two codes. Examples are PuncturedCode, DualCode, DirectProductCode and UUVCode. - Computation of information about codes. This information is stored in the code record. Examples are MinimumDistance, OuterDistribution, IsSelfDualCode and AutomorphismGroup. - Generation of bounds on linear codes. The table by Brouwer and Verhoeff (as it existed in the mid-1990s) is incorporated into GUAVA. For example, BoundsMinimumDistance.
PackageMaintainerFedora Project
PackageNamegap-pkg-guava
PackageRelease5.fc33
PackageVersion3.15
SHA-1629F329EF9E635E46622D5744C45B3A2FA00AF91
SHA-256EE825F5EC5A6E25AD923B7C097C169578005C5F2CB40B0EB1DC5EA8662C80DA6
Key Value
MD5ECD62F9F718B9F3BF0008479565FF2CD
PackageArchaarch64
PackageDescriptionGUAVA is a package that implements coding theory algorithms in GAP. Codes can be created and manipulated and information about codes can be calculated. GUAVA consists of various files written in the GAP language, and an external program from J. S. Leon for dealing with automorphism groups of codes and isomorphism testing functions. Several algorithms that need the speed are integrated in the GAP kernel. The functions within GUAVA can be divided into four categories: - Construction of codes. GUAVA can construct non-linear, linear and cyclic codes over an arbitrary finite field. Examples are HadamardCode, ReedMullerCode, BestKnownLinearCode, QRCode and GoppaCode. - Manipulation of codes. These functions allow the user to transform one code into another or to construct a new code from two codes. Examples are PuncturedCode, DualCode, DirectProductCode and UUVCode. - Computation of information about codes. This information is stored in the code record. Examples are MinimumDistance, OuterDistribution, IsSelfDualCode and AutomorphismGroup. - Generation of bounds on linear codes. The table by Brouwer and Verhoeff (as it existed in the mid-1990s) is incorporated into GUAVA. For example, BoundsMinimumDistance.
PackageMaintainerFedora Project
PackageNamegap-pkg-guava
PackageRelease6.fc34
PackageVersion3.15
SHA-1AA98A562DFDFC015B98CDC84C3B24360B035721E
SHA-256E466D68E3D7892D0371193A307CBB6DCA1BE28B718C783F465434E7B15DCA21E
Key Value
MD509C2543DFEF3D0E1E12AFCECF8FA5057
PackageArchx86_64
PackageDescriptionGUAVA is a package that implements coding theory algorithms in GAP. Codes can be created and manipulated and information about codes can be calculated. GUAVA consists of various files written in the GAP language, and an external program from J. S. Leon for dealing with automorphism groups of codes and isomorphism testing functions. Several algorithms that need the speed are integrated in the GAP kernel. The functions within GUAVA can be divided into four categories: - Construction of codes. GUAVA can construct non-linear, linear and cyclic codes over an arbitrary finite field. Examples are HadamardCode, ReedMullerCode, BestKnownLinearCode, QRCode and GoppaCode. - Manipulation of codes. These functions allow the user to transform one code into another or to construct a new code from two codes. Examples are PuncturedCode, DualCode, DirectProductCode and UUVCode. - Computation of information about codes. This information is stored in the code record. Examples are MinimumDistance, OuterDistribution, IsSelfDualCode and AutomorphismGroup. - Generation of bounds on linear codes. The table by Brouwer and Verhoeff (as it existed in the mid-1990s) is incorporated into GUAVA. For example, BoundsMinimumDistance.
PackageMaintainerFedora Project
PackageNamegap-pkg-guava
PackageRelease3.fc32
PackageVersion3.15
SHA-15213D508BDE4A05C8F142E0107B01F793F93ABD4
SHA-2565F50BAD38531571D63264E6CAC8E26535D4B8BD6438DF40C88CE8C47DB788E94
Key Value
MD5FF9937955FD1BDD885AFD6FD891AFE05
PackageArchaarch64
PackageDescriptionGUAVA is a package that implements coding theory algorithms in GAP. Codes can be created and manipulated and information about codes can be calculated. GUAVA consists of various files written in the GAP language, and an external program from J. S. Leon for dealing with automorphism groups of codes and isomorphism testing functions. Several algorithms that need the speed are integrated in the GAP kernel. The functions within GUAVA can be divided into four categories: - Construction of codes. GUAVA can construct non-linear, linear and cyclic codes over an arbitrary finite field. Examples are HadamardCode, ReedMullerCode, BestKnownLinearCode, QRCode and GoppaCode. - Manipulation of codes. These functions allow the user to transform one code into another or to construct a new code from two codes. Examples are PuncturedCode, DualCode, DirectProductCode and UUVCode. - Computation of information about codes. This information is stored in the code record. Examples are MinimumDistance, OuterDistribution, IsSelfDualCode and AutomorphismGroup. - Generation of bounds on linear codes. The table by Brouwer and Verhoeff (as it existed in the mid-1990s) is incorporated into GUAVA. For example, BoundsMinimumDistance.
PackageMaintainerFedora Project
PackageNamegap-pkg-guava
PackageRelease3.fc32
PackageVersion3.15
SHA-1ECB5F0E0C71DCFBF1C5BFA8E52F59F7DA174C2EF
SHA-256AE9405BFB8E2F287E3E443B5584B24BBEEDAE9CC1E9FC36B3646EDB672F4AAAB