Parents (Total: 6)

The searched file hash is included in 6 parent files which include package known and seen by metalookup. A sample is included below:

Key	Value
MD5	949BFBC5748B3581B0772CAFE7ACED3E
PackageArch	noarch
PackageDescription	FactInt is a GAP 4 package which provides routines for factoring integers, in particular: - Pollard's p-1 - Williams' p+1 - Elliptic Curves Method (ECM) - Continued Fraction Algorithm (CFRAC) - Multiple Polynomial Quadratic Sieve (MPQS) It also provides access to Richard P. Brent's tables of factors of integers of the form b^k +/- 1.
PackageMaintainer	https://bugs.opensuse.org
PackageName	gap-factint
PackageRelease	lp150.1.2
PackageVersion	1.6.0
SHA-1	14E4982671D49198E7C89743FE09F66B1D15CD42
SHA-256	B0C78C55F225E9ADA1E7962BDF524D51C0469529BE80B80E574E350FE8E5FAAB

Key	Value
MD5	E099E83A08A5D1464A8491E7B56D8D92
PackageArch	noarch
PackageDescription	FactInt is a GAP 4 package which provides routines for factoring integers, in particular: - Pollard's p-1 - Williams' p+1 - Elliptic Curves Method (ECM) - Continued Fraction Algorithm (CFRAC) - Multiple Polynomial Quadratic Sieve (MPQS) It also provides access to Richard P. Brent's tables of factors of integers of the form b^k +/- 1.
PackageMaintainer	https://bugs.opensuse.org
PackageName	gap-factint
PackageRelease	lp151.2.1
PackageVersion	1.6.0
SHA-1	1076780C014479653D383290DBEF7E052BE171B7
SHA-256	CB5E1B4A2E44B5C59D32CD102DB8CBC04EB0A5438B711EFB54811FC223B37269

Key	Value
MD5	70BF58133866ECA07E60DA10D3F927AF
PackageArch	noarch
PackageDescription	FactInt is a GAP 4 package which provides routines for factoring integers, in particular: - Pollard's p-1 - Williams' p+1 - Elliptic Curves Method (ECM) - Continued Fraction Algorithm (CFRAC) - Multiple Polynomial Quadratic Sieve (MPQS) It also provides access to Richard P. Brent's tables of factors of integers of the form b^k +/- 1.
PackageMaintainer	https://bugs.opensuse.org
PackageName	gap-factint
PackageRelease	bp153.1.12
PackageVersion	1.6.0
SHA-1	B79D166A24D2964C2FDDFCE9C13F6AB1BD752001
SHA-256	A74B77F35518FC3AC87B969A7F2205F31356182578A8C6D76100C9BED16EB29E

Key	Value
MD5	F7D6B572E309F2166DFCEE362362FE7E
PackageArch	noarch
PackageDescription	FactInt provides implementations of the following methods for factoring integers: - Pollard's p-1 - Williams' p+1 - Elliptic Curves Method (ECM) - Continued Fraction Algorithm (CFRAC) - Multiple Polynomial Quadratic Sieve (MPQS) FactInt also makes use of Richard P. Brent's tables of known factors of integers of the form bk+/-1 for "small" b. The ECM method is suited best for finding factors which are neither too small (i.e. have less than about 12 decimal digits) nor too close to the square root of the number to be factored. The MPQS method is designed for factoring products of two primes of comparable orders of magnitude. CFRAC is the historical predecessor of the MPQS method. Pollard's p-1 and Williams' p+1 are useful for finding factors p such that all prime factors of p-1 (respectively p+1) are "small", e.g. smaller than 1000000. All factoring methods implemented in this package are probabilistic. In particular the time needed by the ECM method depends largely on luck. FactInt provides a general-purpose factorization routine which uses an appropriate combination of the methods mentioned above, the Pollard Rho routine which is implemented in the GAP Library and a variety of tricks for special cases to obtain a good average performance for "arbitrary" integers. At the user's option, FactInt provides detailed information about the progress of the factorization process.
PackageMaintainer	Fedora Project
PackageName	gap-pkg-factint
PackageRelease	1.fc24
PackageVersion	1.5.3
SHA-1	44E7B2977B874CBBAFA45D4BBCC5D2E407708CB6
SHA-256	222529492DAC798952B6080FB17793A582F0E080B21CBA7B0ACF38C6DDA85643

Key	Value
MD5	2D479446D690855D1EB1613D3473AFE0
PackageArch	noarch
PackageDescription	FactInt provides implementations of the following methods for factoring integers: - Pollard's p-1 - Williams' p+1 - Elliptic Curves Method (ECM) - Continued Fraction Algorithm (CFRAC) - Multiple Polynomial Quadratic Sieve (MPQS) FactInt also makes use of Richard P. Brent's tables of known factors of integers of the form bk+/-1 for "small" b. The ECM method is suited best for finding factors which are neither too small (i.e. have less than about 12 decimal digits) nor too close to the square root of the number to be factored. The MPQS method is designed for factoring products of two primes of comparable orders of magnitude. CFRAC is the historical predecessor of the MPQS method. Pollard's p-1 and Williams' p+1 are useful for finding factors p such that all prime factors of p-1 (respectively p+1) are "small", e.g. smaller than 1000000. All factoring methods implemented in this package are probabilistic. In particular the time needed by the ECM method depends largely on luck. FactInt provides a general-purpose factorization routine which uses an appropriate combination of the methods mentioned above, the Pollard Rho routine which is implemented in the GAP Library and a variety of tricks for special cases to obtain a good average performance for "arbitrary" integers. At the user's option, FactInt provides detailed information about the progress of the factorization process.
PackageMaintainer	Fedora Project
PackageName	gap-pkg-factint
PackageRelease	1.fc24
PackageVersion	1.5.3
SHA-1	8AE7CCD8D8243D3D9A384F82CCDC55BA86EE3FC5
SHA-256	B98166B040AEE2FF3C1ABAA55743AC2DF58E3E165A385B22464B30E6162C3DB3

Key	Value
MD5	A35FE5ECB76043106953AA8C39C10CCA
PackageArch	noarch
PackageDescription	FactInt is a GAP 4 package which provides routines for factoring integers, in particular: - Pollard's p-1 - Williams' p+1 - Elliptic Curves Method (ECM) - Continued Fraction Algorithm (CFRAC) - Multiple Polynomial Quadratic Sieve (MPQS) It also provides access to Richard P. Brent's tables of factors of integers of the form b^k +/- 1.
PackageMaintainer	https://bugs.opensuse.org
PackageName	gap-factint
PackageRelease	lp152.3.2
PackageVersion	1.6.0
SHA-1	F51C117B4847CDFEB81FDBFDE968E5FAF6783472
SHA-256	972A9B92F54EC6A2B3F8ABBCF143DC2A22774DF07816F58BAFC60C559677B8D3