Math-NumSeq 38
- Released by
- KRYDE
- Version
- Release Date
- 2012-04-30
- Kwalitee
- 140.62
- Core Kwalitee
- 93.75
- LINKS
Math-NumSeq 38 Deleted
Kwalitee Issues
- has_readme
-
Add a README to the distribution. It should contain a quick description of your module and how to install it.
- buildtool_not_executable
-
Change the permissions of Build.PL/Makefile.PL to not-executable.
- has_meta_json
-
Add a META.json to the distribution. Your buildtool should be able to autogenerate it.
- proper_libs
-
Move your *.pm files in a directory named 'lib'. The directory structure should look like 'lib/Your/Module.pm' for a module named 'Your::Module'. If you need to provide additional files, e.g. for testing, that should not be considered for Kwalitee, then you should look at the 'provides' map in META.yml to limit the files scanned; or use the 'no_index' map to exclude parts of the distribution.
Error: devel/old/DigitSumSquares.pm, devel/Base4Only01.pm, devel/old/Base4Without3.pm, devel/old/ChampernowneBinary.pm, devel/old/ChampernowneBinaryLsb.pm, devel/old/FractionBits.pm, devel/old/PoweredPart.pm, devel/old/SquareFree.pm, devel/old/SquareFreeKernel.pm, devel/OeisCatalogue-SqrtDigits.pm, devel/old/Pentagonal.pm, devel/old/PentagonalGeneralized.pm, devel/old/PentagonalSecond.pm, devel/SafePrimes.pm, devel/old/SemiPrimesOdd.pm, devel/old/TernaryWithout2.pm, devel/old/ThueMorse.pm, devel/old/ThueMorseEvil.pm, devel/old/ThueMorseOdious.pm
- use_warnings
-
Add 'use warnings' (or its equivalents) to all modules, or convince us that your favorite module is well-known enough and people can easily see the modules warn when something bad happens.
Error: App::MathImage::NumSeq::DigitSumSquares, Math::NumSeq, Math::NumSeq::Abundant, Math::NumSeq::All, Math::NumSeq::AllDigits, Math::NumSeq::AlmostPrimes, Math::NumSeq::AsciiSelf, Math::NumSeq::Base4Only01, Math::NumSeq::Base4Without3, Math::NumSeq::Base::Array, Math::NumSeq::Base::Digits, Math::NumSeq::Base::IterateIth, Math::NumSeq::Base::IteratePred, Math::NumSeq::Base::Sparse, Math::NumSeq::BaumSweet, Math::NumSeq::Beastly, Math::NumSeq::ChampernowneBinary, Math::NumSeq::ChampernowneBinaryLsb, Math::NumSeq::CollatzSteps, Math::NumSeq::ConcatNumbers, Math::NumSeq::Cubes, Math::NumSeq::CullenNumbers, Math::NumSeq::DedekindPsiCumulative, Math::NumSeq::DedekindPsiSteps, Math::NumSeq::DeletablePrimes, Math::NumSeq::DigitCount, Math::NumSeq::DigitCountHigh, Math::NumSeq::DigitCountLow, Math::NumSeq::DigitLength, Math::NumSeq::DigitLengthCumulative, Math::NumSeq::DigitProduct, Math::NumSeq::DigitSum, Math::NumSeq::DigitSumModulo, Math::NumSeq::DivisorCount, Math::NumSeq::Emirps, Math::NumSeq::ErdosSelfridgeClass, Math::NumSeq::Even, Math::NumSeq::Expression, Math::NumSeq::Factorials, Math::NumSeq::Fibbinary, Math::NumSeq::FibbinaryBitCount, Math::NumSeq::Fibonacci, Math::NumSeq::FibonacciWord, Math::NumSeq::File, Math::NumSeq::FractionBits, Math::NumSeq::FractionDigits, Math::NumSeq::GolayRudinShapiro, Math::NumSeq::GolayRudinShapiroCumulative, Math::NumSeq::GoldbachCount, Math::NumSeq::GolombSequence, Math::NumSeq::HappyNumbers, Math::NumSeq::HappySteps, Math::NumSeq::HarshadNumbers, Math::NumSeq::HofstadterFigure, Math::NumSeq::JugglerSteps, Math::NumSeq::KlarnerRado, Math::NumSeq::Kolakoski, Math::NumSeq::LemoineCount, Math::NumSeq::LiouvilleFunction, Math::NumSeq::LucasNumbers, Math::NumSeq::LuckyNumbers, Math::NumSeq::MathImagePowerPart, Math::NumSeq::MathImageSquareFree, Math::NumSeq::MathImageSquareFreeKernel, Math::NumSeq::MephistoWaltz, Math::NumSeq::MobiusFunction, Math::NumSeq::Modulo, Math::NumSeq::MoranNumbers, Math::NumSeq::Multiples, Math::NumSeq::NumAronson, Math::NumSeq::OEIS, Math::NumSeq::OEIS::Catalogue, Math::NumSeq::OEIS::Catalogue::Plugin, Math::NumSeq::OEIS::Catalogue::Plugin::BuiltinTable, Math::NumSeq::OEIS::Catalogue::Plugin::FractionDigits, Math::NumSeq::OEIS::Catalogue::Plugin::SqrtDigits, Math::NumSeq::OEIS::Catalogue::Plugin::ZZ_Files, Math::NumSeq::OEIS::File, Math::NumSeq::Odd, Math::NumSeq::Palindromes, Math::NumSeq::Pell, Math::NumSeq::Pentagonal, Math::NumSeq::PentagonalGeneralized, Math::NumSeq::PentagonalSecond, Math::NumSeq::Perrin, Math::NumSeq::PolignacObstinate, Math::NumSeq::Polygonal, Math::NumSeq::PowerPart, Math::NumSeq::Powerful, Math::NumSeq::PrimeFactorCount, Math::NumSeq::Primes, Math::NumSeq::Primorials, Math::NumSeq::Pronic, Math::NumSeq::ProthNumbers, Math::NumSeq::PythagoreanHypots, Math::NumSeq::RadixWithoutDigit, Math::NumSeq::ReReplace, Math::NumSeq::ReRound, Math::NumSeq::RepdigitAny, Math::NumSeq::RepdigitRadix, Math::NumSeq::Repdigits, Math::NumSeq::ReverseAdd, Math::NumSeq::ReverseAddSteps, Math::NumSeq::Runs, Math::NumSeq::SafePrimes, Math::NumSeq::SelfLengthCumulative, Math::NumSeq::SemiPrimesOdd, Math::NumSeq::SophieGermainPrimes, Math::NumSeq::SqrtContinued, Math::NumSeq::SqrtContinuedPeriod, Math::NumSeq::SqrtDigits, Math::NumSeq::SqrtEngel, Math::NumSeq::Squares, Math::NumSeq::StarNumbers, Math::NumSeq::SternDiatomic, Math::NumSeq::TernaryWithout2, Math::NumSeq::Tetrahedral, Math::NumSeq::ThueMorse, Math::NumSeq::ThueMorseEvil, Math::NumSeq::ThueMorseOdious, Math::NumSeq::Totient, Math::NumSeq::TotientCumulative, Math::NumSeq::TotientPerfect, Math::NumSeq::TotientSteps, Math::NumSeq::TotientStepsSum, Math::NumSeq::Triangular, Math::NumSeq::Tribonacci, Math::NumSeq::TwinPrimes, Math::NumSeq::UlamSequence, Math::NumSeq::UndulatingNumbers, Math::NumSeq::WoodallNumbers
- consistent_version
-
Split the distribution, or fix the version numbers to make them consistent (use the highest version number to avoid version downgrade).
Error: 38,66,7,75,86,88
- meta_yml_has_provides
-
Add all modules contained in this distribution to the META.yml field 'provides'. Module::Build or Dist::Zilla::Plugin::MetaProvides do this automatically for you.
- meta_yml_has_repository_resource
-
Add a 'repository' resource to the META.yml via 'meta_add' accessor (for Module::Build) or META_ADD parameter (for ExtUtils::MakeMaker).
Modules
| Name | Abstract | Version | View |
|---|---|---|---|
| App::MathImage::NumSeq::DigitSumSquares | 7 | metacpan | |
| Math::NumSeq | number sequences | 38 | metacpan |
| Math::NumSeq::Abundant | abundant numbers, greater than sum of divisors | 38 | metacpan |
| Math::NumSeq::All | all integers | 38 | metacpan |
| Math::NumSeq::AllDigits | digits of the integers | 38 | metacpan |
| Math::NumSeq::AlmostPrimes | semiprimes and other fixed number of prime factors | 38 | metacpan |
| Math::NumSeq::AsciiSelf | sequence is its own ASCII digits | 38 | metacpan |
| Math::NumSeq::Base4Only01 | 38 | metacpan | |
| Math::NumSeq::Base4Without3 | 66 | metacpan | |
| Math::NumSeq::Base::Array | 38 | metacpan | |
| Math::NumSeq::Base::Digits | 38 | metacpan | |
| Math::NumSeq::Base::IterateIth | 38 | metacpan | |
| Math::NumSeq::Base::IteratePred | 38 | metacpan | |
| Math::NumSeq::Base::Sparse | 38 | metacpan | |
| Math::NumSeq::BaumSweet | Baum-Sweet sequence | 38 | metacpan |
| Math::NumSeq::Beastly | numbers containing digits "666" | 38 | metacpan |
| Math::NumSeq::ChampernowneBinary | 86 | metacpan | |
| Math::NumSeq::ChampernowneBinaryLsb | 86 | metacpan | |
| Math::NumSeq::CollatzSteps | steps in the "3n+1" problem | 38 | metacpan |
| Math::NumSeq::ConcatNumbers | concatenate digits of i, i+1 | 38 | metacpan |
| Math::NumSeq::Cubes | cubes i**3 | 38 | metacpan |
| Math::NumSeq::CullenNumbers | Cullen numbers i*2^i+1 | 38 | metacpan |
| Math::NumSeq::DedekindPsiCumulative | cumulative Psi function | 38 | metacpan |
| Math::NumSeq::DedekindPsiSteps | psi function until 2^x*3^y | 38 | metacpan |
| Math::NumSeq::DeletablePrimes | primes deleting a digit repeatedly | 38 | metacpan |
| Math::NumSeq::DigitCount | count of a given digit | 38 | metacpan |
| Math::NumSeq::DigitCountHigh | count of given high digits | 38 | metacpan |
| Math::NumSeq::DigitCountLow | count of given low digits | 38 | metacpan |
| Math::NumSeq::DigitLength | length in digits | 38 | metacpan |
| Math::NumSeq::DigitLengthCumulative | total length in digits of numbers 1 to i | 38 | metacpan |
| Math::NumSeq::DigitProduct | product of digits | 38 | metacpan |
| Math::NumSeq::DigitSum | sum of digits, possibly with powering | 38 | metacpan |
| Math::NumSeq::DigitSumModulo | digit sum taken modulo a given modulus | 38 | metacpan |
| Math::NumSeq::DivisorCount | how many divisors | 38 | metacpan |
| Math::NumSeq::Emirps | primes backwards and forwards | 38 | metacpan |
| Math::NumSeq::ErdosSelfridgeClass | Erdos-Selfridge classification of primes | 38 | metacpan |
| Math::NumSeq::Even | even integers | 38 | metacpan |
| Math::NumSeq::Expression | mathematical expression values | 38 | metacpan |
| Math::NumSeq::Factorials | factorials 1*2*...*i | 38 | metacpan |
| Math::NumSeq::Fibbinary | without consecutive 1 bits | 38 | metacpan |
| Math::NumSeq::FibbinaryBitCount | number of bits in each fibbinary number | 38 | metacpan |
| Math::NumSeq::Fibonacci | Fibonacci numbers | 38 | metacpan |
| Math::NumSeq::FibonacciWord | 0/1 related to Fibonacci numbers | 38 | metacpan |
| Math::NumSeq::File | sequence read from a file | 38 | metacpan |
| Math::NumSeq::FractionBits | 38 | metacpan | |
| Math::NumSeq::FractionDigits | the digits of a fraction p/q | 38 | metacpan |
| Math::NumSeq::GolayRudinShapiro | parity of adjacent 11 bit pairs | 38 | metacpan |
| Math::NumSeq::GolayRudinShapiroCumulative | cumulative Golay/RudinShapiro sequence | 38 | metacpan |
| Math::NumSeq::GoldbachCount | number of representations as sum of primes P+Q | 38 | metacpan |
| Math::NumSeq::GolombSequence | sequence is its own run lengths, 1 upwards | 38 | metacpan |
| Math::NumSeq::HappyNumbers | reaching 1 under repeated sum of squares of digits | 38 | metacpan |
| Math::NumSeq::HappySteps | number of sum of squares of digits iterations to reach a repeat | 38 | metacpan |
| Math::NumSeq::HarshadNumbers | numbers divisible by sum of digits | 38 | metacpan |
| Math::NumSeq::HofstadterFigure | sequence excludes its own first differences | 38 | metacpan |
| Math::NumSeq::JugglerSteps | steps in the juggler sqrt sequence | 38 | metacpan |
| Math::NumSeq::KlarnerRado | Klarner-Rado sequences | 38 | metacpan |
| Math::NumSeq::Kolakoski | sequence of 1s and 2s its own run lengths | 38 | metacpan |
| Math::NumSeq::LemoineCount | number of representations as P+2*Q for primes P,Q | 38 | metacpan |
| Math::NumSeq::LiouvilleFunction | Liouville function sequence | 38 | metacpan |
| Math::NumSeq::LucasNumbers | Lucas numbers | 38 | metacpan |
| Math::NumSeq::LuckyNumbers | sieved out multiples by the sequence itself | 38 | metacpan |
| Math::NumSeq::MathImagePowerPart | largest square etc divisor | 88 | metacpan |
| Math::NumSeq::MathImageSquareFree | square free integers | 88 | metacpan |
| Math::NumSeq::MathImageSquareFreeKernel | divide out any square factor | 88 | metacpan |
| Math::NumSeq::MephistoWaltz | Mephisto waltz sequence | 38 | metacpan |
| Math::NumSeq::MobiusFunction | Mobius function sequence | 38 | metacpan |
| Math::NumSeq::Modulo | remainders modulo of a given number | 38 | metacpan |
| Math::NumSeq::MoranNumbers | numbers divided by sum of digits giving a prime | 38 | metacpan |
| Math::NumSeq::Multiples | multiples of a given number | 38 | metacpan |
| Math::NumSeq::NumAronson | numerical version of Aronson's sequence | 38 | metacpan |
| Math::NumSeq::OEIS | number sequence by OEIS A-number | 38 | metacpan |
| Math::NumSeq::OEIS::Catalogue | available A-numbers | 38 | metacpan |
| Math::NumSeq::OEIS::Catalogue::Plugin | pluggable catalogue extensions | 38 | metacpan |
| Math::NumSeq::OEIS::Catalogue::Plugin::BuiltinTable | 38 | metacpan | |
| Math::NumSeq::OEIS::Catalogue::Plugin::FractionDigits | 38 | metacpan | |
| Math::NumSeq::OEIS::Catalogue::Plugin::SqrtDigits | 38 | metacpan | |
| Math::NumSeq::OEIS::Catalogue::Plugin::ZZ_Files | 38 | metacpan | |
| Math::NumSeq::OEIS::File | 38 | metacpan | |
| Math::NumSeq::Odd | odd integers | 38 | metacpan |
| Math::NumSeq::Palindromes | palindrome numbers like 15351 | 38 | metacpan |
| Math::NumSeq::Pell | Pell numbers | 38 | metacpan |
| Math::NumSeq::Pentagonal | 75 | metacpan | |
| Math::NumSeq::PentagonalGeneralized | 38 | metacpan | |
| Math::NumSeq::PentagonalSecond | 38 | metacpan | |
| Math::NumSeq::Perrin | Perrin sequence | 38 | metacpan |
| Math::NumSeq::PolignacObstinate | odd integers not prime+2^k | 38 | metacpan |
| Math::NumSeq::Polygonal | polygonal numbers, triangular, square, pentagonal, etc | 38 | metacpan |
| Math::NumSeq::PowerPart | largest square root etc divisor | 38 | metacpan |
| Math::NumSeq::Powerful | numbers with certain prime powers | 38 | metacpan |
| Math::NumSeq::PrimeFactorCount | how many prime factors | 38 | metacpan |
| Math::NumSeq::Primes | prime numbers | 38 | metacpan |
| Math::NumSeq::Primorials | primorials 2*3*...*p[i] | 38 | metacpan |
| Math::NumSeq::Pronic | pronic numbers | 38 | metacpan |
| Math::NumSeq::ProthNumbers | Proth number sequence | 38 | metacpan |
| Math::NumSeq::PythagoreanHypots | hypotenuses of Pythagorean triples | 38 | metacpan |
| Math::NumSeq::RadixWithoutDigit | integers without a given digit | 38 | metacpan |
| Math::NumSeq::ReReplace | sequence of repeated replacements | 38 | metacpan |
| Math::NumSeq::ReRound | sequence from repeated rounding up | 38 | metacpan |
| Math::NumSeq::RepdigitAny | numbers which are a repdigit in any radix | 38 | metacpan |
| Math::NumSeq::RepdigitRadix | radix in which i is a repdigit | 38 | metacpan |
| Math::NumSeq::Repdigits | repdigits 11, 22, 33, etc | 38 | metacpan |
| Math::NumSeq::ReverseAdd | steps of the reverse-add algorithm | 38 | metacpan |
| Math::NumSeq::ReverseAddSteps | steps of the reverse-add algorithm to reach palindrome | 38 | metacpan |
| Math::NumSeq::Runs | runs of consecutive integers | 38 | metacpan |
| Math::NumSeq::SafePrimes | 38 | metacpan | |
| Math::NumSeq::SelfLengthCumulative | cumulative digit length of own values | 38 | metacpan |
| Math::NumSeq::SemiPrimesOdd | 66 | metacpan | |
| Math::NumSeq::SophieGermainPrimes | Sophie Germain primes p and 2*p+1 prime | 38 | metacpan |
| Math::NumSeq::SqrtContinued | continued fraction expansion of a square root | 38 | metacpan |
| Math::NumSeq::SqrtContinuedPeriod | period of the continued fraction for sqrt(i) | 38 | metacpan |
| Math::NumSeq::SqrtDigits | the digits of a square root | 38 | metacpan |
| Math::NumSeq::SqrtEngel | Engel expansion of a square root | 38 | metacpan |
| Math::NumSeq::Squares | perfect squares | 38 | metacpan |
| Math::NumSeq::StarNumbers | star numbers 6*i*(i-1)+1 | 38 | metacpan |
| Math::NumSeq::SternDiatomic | Stern's diatomic sequence | 38 | metacpan |
| Math::NumSeq::TernaryWithout2 | 66 | metacpan | |
| Math::NumSeq::Tetrahedral | tetrahedral numbers i*(i+1)*(i+2)/6 | 38 | metacpan |
| Math::NumSeq::ThueMorse | 38 | metacpan | |
| Math::NumSeq::ThueMorseEvil | 38 | metacpan | |
| Math::NumSeq::ThueMorseOdious | 38 | metacpan | |
| Math::NumSeq::Totient | Euler's totient function, count of coprimes | 38 | metacpan |
| Math::NumSeq::TotientCumulative | cumulative totients | 38 | metacpan |
| Math::NumSeq::TotientPerfect | sum of repeated totients is N itself | 38 | metacpan |
| Math::NumSeq::TotientSteps | count of repeated totients to reach 1 | 38 | metacpan |
| Math::NumSeq::TotientStepsSum | sum of repeated totients to reach 1 | 38 | metacpan |
| Math::NumSeq::Triangular | triangular numbers | 38 | metacpan |
| Math::NumSeq::Tribonacci | Tribonacci numbers | 38 | metacpan |
| Math::NumSeq::TwinPrimes | twin primes | 38 | metacpan |
| Math::NumSeq::UlamSequence | integers uniquely the sum of two previous terms | 38 | metacpan |
| Math::NumSeq::UndulatingNumbers | numbers with alternating digits ABABAB... | 38 | metacpan |
| Math::NumSeq::WoodallNumbers | Woodall numbers i*2^i-1 | 38 | metacpan |
Provides
| Name | File | View |
|---|---|---|
| Math::NumSeq::Expression::LanguageExpr | lib/Math/NumSeq/Expression.pm | metacpan |