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In number theory, a bi-twin chain of length k + 1 is a sequence of natural numbers in which every number is prime. The numbers form a Cunningham chain of the first kind of length , while forms a Cunningham chain of the second kind. Each of the pairs is a pair of twin primes. Each of the primes for is a Sophie Germain prime and each of the primes for is a safe prime.

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  • Primzahlzwillings-Bi-Kette (de)
  • Bi-twin chain (en)
  • Cadena bigemela (es)
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  • In number theory, a bi-twin chain of length k + 1 is a sequence of natural numbers in which every number is prime. The numbers form a Cunningham chain of the first kind of length , while forms a Cunningham chain of the second kind. Each of the pairs is a pair of twin primes. Each of the primes for is a Sophie Germain prime and each of the primes for is a safe prime. (en)
  • In der Zahlentheorie ist eine Primzahlzwillings-Bi-Kette der Länge eine Primzahlenfolge der Form (der Ausdruck kommt vom englischen Bi-twin chain bzw. Bitwin chain). (de)
  • En teoría de números, una cadena bigemela de longitud k + 1 es una secuencia de números naturales en la que cada número es primo.​ Los números forman una cadena de Cunningham del primer tipo de longitud , mientras que forman una cadena de Cunningham del segundo tipo. Cada uno de los pares es un par de primos gemelos. Cada uno de los primos para es un primo de Sophie Germain y cada uno de los primos para es un primo seguro. (es)
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  • In number theory, a bi-twin chain of length k + 1 is a sequence of natural numbers in which every number is prime. The numbers form a Cunningham chain of the first kind of length , while forms a Cunningham chain of the second kind. Each of the pairs is a pair of twin primes. Each of the primes for is a Sophie Germain prime and each of the primes for is a safe prime. (en)
  • In der Zahlentheorie ist eine Primzahlzwillings-Bi-Kette der Länge eine Primzahlenfolge der Form (der Ausdruck kommt vom englischen Bi-twin chain bzw. Bitwin chain). (de)
  • En teoría de números, una cadena bigemela de longitud k + 1 es una secuencia de números naturales en la que cada número es primo.​ Los números forman una cadena de Cunningham del primer tipo de longitud , mientras que forman una cadena de Cunningham del segundo tipo. Cada uno de los pares es un par de primos gemelos. Cada uno de los primos para es un primo de Sophie Germain y cada uno de los primos para es un primo seguro. (es)
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