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- Primefree_sequence abstract "In mathematics, a primefree sequence is a sequence of integers that does not contain any prime numbers. More specifically, it usually means a sequence defined by the same recurrence relation as the Fibonacci numbers, but with different initial conditions causing all members of the sequence to be composite numbers that do not all have a common divisor. To put it algebraically, a sequence of this type is defined by an appropriate choice of two composite numbers a1 and a2, such that the greatest common divisor GCD(a1,a2) = 1, and such that for n > 2 there are no primes in the sequence of numbers calculated from the formulaan = an − 1 + an − 2.".
- Primefree_sequence wikiPageExternalLink v6i1r44.pdf.
- Primefree_sequence wikiPageExternalLink vsem5.pdf.
- Primefree_sequence wikiPageExternalLink 64_06_fibonacci.pdf.
- Primefree_sequence wikiPageExternalLink prob_031.htm.
- Primefree_sequence wikiPageID "2716293".
- Primefree_sequence wikiPageRevisionID "536892737".
- Primefree_sequence hasPhotoCollection Primefree_sequence.
- Primefree_sequence id "7917".
- Primefree_sequence title "Primefree Sequence".
- Primefree_sequence title "Primefree sequence".
- Primefree_sequence urlname "PrimefreeSequence".
- Primefree_sequence subject Category:Integer_sequences.
- Primefree_sequence subject Category:Number_theory.
- Primefree_sequence subject Category:Recurrence_relations.
- Primefree_sequence type Abstraction100002137.
- Primefree_sequence type Arrangement107938773.
- Primefree_sequence type Group100031264.
- Primefree_sequence type IntegerSequences.
- Primefree_sequence type Ordering108456993.
- Primefree_sequence type Sequence108459252.
- Primefree_sequence type Series108457976.
- Primefree_sequence comment "In mathematics, a primefree sequence is a sequence of integers that does not contain any prime numbers. More specifically, it usually means a sequence defined by the same recurrence relation as the Fibonacci numbers, but with different initial conditions causing all members of the sequence to be composite numbers that do not all have a common divisor.".
- Primefree_sequence label "Primefree sequence".
- Primefree_sequence sameAs m.07zqh8.
- Primefree_sequence sameAs Q7243388.
- Primefree_sequence sameAs Q7243388.
- Primefree_sequence sameAs Primefree_sequence.
- Primefree_sequence wasDerivedFrom Primefree_sequence?oldid=536892737.
- Primefree_sequence isPrimaryTopicOf Primefree_sequence.