Result for D9B3DFB8B2EBC7AEDF53B6BAC2F37602BCF4C142

Query result

Key Value
FileName./usr/share/man/man1/ltl2ba.1.gz
FileSize447
MD583B618AA9502C98A9EB58D88DFBD326C
SHA-1D9B3DFB8B2EBC7AEDF53B6BAC2F37602BCF4C142
SHA-256723FBAD8F631BF3950C3C4B0AD9102A83BBD020DB6419345AFAC02855B0E2183
SSDEEP12:XeYF54ON8IOYyJVQguHUuSkdi0NL0ImNf9pDOl:X9FK1HYwpuH3SOiqBmBK
TLSHT198F0234E890A0CA3DBBD0BD023586D151F7E59A2772788F0820459F2464A3CD7215F74
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
MD5DA60AEA2BC47526AD26355F3032DFF2A
PackageArchx86_64
PackageDescriptionTranslate from Linear temporal logic (LTL) formulas to Buchi automata. LTL is a type of formal logic that extends formal logic with qualifiers involving time. A Buchi automaton is the extension of a finite state automaton to infinite inputs, and are useful for specifying behavior of non-terminating systems (such as hardware or operating systems). A Buchi automaton accepts an infinite input sequence if and only if there exists a run of the automaton which visits at least one of the final states infinitely often. The implementation is based on the translation algorithm by Gastin and Oddoux, presented at the CAV Conference, held in 2001, Paris, France 2001.
PackageMaintainerFedora Project
PackageNameltl2ba
PackageRelease6.fc32
PackageVersion1.2
SHA-13195FA2BCCEEDA676D8C12DB5A46DABBCD5B5A0A
SHA-25671F254EC7810C907C8DB083D1AAEBAD25C703751278CECC951BB6027117D36DF
Key Value
MD5E018E9F7185BDD0AB51F0CA8F453256C
PackageArcharmv7hl
PackageDescriptionTranslate from Linear temporal logic (LTL) formulas to Buchi automata. LTL is a type of formal logic that extends formal logic with qualifiers involving time. A Buchi automaton is the extension of a finite state automaton to infinite inputs, and are useful for specifying behavior of non-terminating systems (such as hardware or operating systems). A Buchi automaton accepts an infinite input sequence if and only if there exists a run of the automaton which visits at least one of the final states infinitely often. The implementation is based on the translation algorithm by Gastin and Oddoux, presented at the CAV Conference, held in 2001, Paris, France 2001.
PackageMaintainerFedora Project
PackageNameltl2ba
PackageRelease6.fc32
PackageVersion1.2
SHA-146102AF94E8C2B4E9CA3EFB5A5D2CEC14AA6905E
SHA-256B25E34CF31DD21FA4AB6E3CC6444DAEB3F7AF2189AF1368AD6F3DEE299AA554E
Key Value
MD511BC641190B79F2180226EC84A8C3B35
PackageArchaarch64
PackageDescriptionTranslate from Linear temporal logic (LTL) formulas to Buchi automata. LTL is a type of formal logic that extends formal logic with qualifiers involving time. A Buchi automaton is the extension of a finite state automaton to infinite inputs, and are useful for specifying behavior of non-terminating systems (such as hardware or operating systems). A Buchi automaton accepts an infinite input sequence if and only if there exists a run of the automaton which visits at least one of the final states infinitely often. The implementation is based on the translation algorithm by Gastin and Oddoux, presented at the CAV Conference, held in 2001, Paris, France 2001.
PackageMaintainerFedora Project
PackageNameltl2ba
PackageRelease6.fc32
PackageVersion1.2
SHA-188E80111E1DFF089A3A7AD71E1431D84D7BF95D1
SHA-256A93F940C702CFF00CA34DD9A793B5E91F1D33C2C9AFFB185DC6FDB0989EC11EF