French translation for "cousin prime"

nombres premiers cousins

Example Sentences:

	1.	It follows from the first Hardy–Littlewood conjecture that cousin primes have the same asymptotic density as twin primes. Il découle de la première Conjecture de Hardy-Littlewood que les nombres premiers cousins ont la même densité asymptotique que les nombres premiers jumeaux.
	2.	As of May 2009 the largest known cousin prime was (p, p + 4) for p = (311778476 · 587502 · 9001# · (587502 · 9001# + 1) + 210)·(587502 · 9001# − 1)/35 + 1 where 9001# is a primorial. En mai 2009, le plus grand nombre premier cousin découvert (p, p + 4) était p = (311778476 · 587502 · 9001# · (587502 · 9001# + 1) + 210)·(587502 · 9001# − 1)/35 + 1 où 9001# est un primorielle.
	3.	An analogue of Brun's constant for twin primes can be defined for cousin primes, called Brun's constant for cousin primes, with the initial term (3, 7) omitted, bu the convergent sum: B 4 = ( 1 7 + 1 11 ) + ( 1 13 + 1 17 ) + ( 1 19 + 1 23 ) + ⋯ . {\displaystyle B_{4}=\left({\frac {1}{7}}+{\frac {1}{11}}\right)+\left({\frac {1}{13}}+{\frac {1}{17}}\right)+\left({\frac {1}{19}}+{\frac {1}{23}}\right)+\cdots .} Using cousin primes up to 242, the value of B4 was estimated by Marek Wolf in 1996 as B4 ≈ 1.1970449. On peut définir, pour les nombres premiers cousins, un analogue de la constante de Brun associée aux nombres premiers jumeaux, en omettant le terme initial (3, 7) : B 4 = ( 1 7 + 1 11 ) + ( 1 13 + 1 17 ) + ( 1 19 + 1 23 ) + ⋯
	4.	An analogue of Brun's constant for twin primes can be defined for cousin primes, called Brun's constant for cousin primes, with the initial term (3, 7) omitted, bu the convergent sum: B 4 = ( 1 7 + 1 11 ) + ( 1 13 + 1 17 ) + ( 1 19 + 1 23 ) + ⋯ . {\displaystyle B_{4}=\left({\frac {1}{7}}+{\frac {1}{11}}\right)+\left({\frac {1}{13}}+{\frac {1}{17}}\right)+\left({\frac {1}{19}}+{\frac {1}{23}}\right)+\cdots .} Using cousin primes up to 242, the value of B4 was estimated by Marek Wolf in 1996 as B4 ≈ 1.1970449. On peut définir, pour les nombres premiers cousins, un analogue de la constante de Brun associée aux nombres premiers jumeaux, en omettant le terme initial (3, 7) : B 4 = ( 1 7 + 1 11 ) + ( 1 13 + 1 17 ) + ( 1 19 + 1 23 ) + ⋯
	5.	An analogue of Brun's constant for twin primes can be defined for cousin primes, called Brun's constant for cousin primes, with the initial term (3, 7) omitted, bu the convergent sum: B 4 = ( 1 7 + 1 11 ) + ( 1 13 + 1 17 ) + ( 1 19 + 1 23 ) + ⋯ . {\displaystyle B_{4}=\left({\frac {1}{7}}+{\frac {1}{11}}\right)+\left({\frac {1}{13}}+{\frac {1}{17}}\right)+\left({\frac {1}{19}}+{\frac {1}{23}}\right)+\cdots .} Using cousin primes up to 242, the value of B4 was estimated by Marek Wolf in 1996 as B4 ≈ 1.1970449. On peut définir, pour les nombres premiers cousins, un analogue de la constante de Brun associée aux nombres premiers jumeaux, en omettant le terme initial (3, 7) : B 4 = ( 1 7 + 1 11 ) + ( 1 13 + 1 17 ) + ( 1 19 + 1 23 ) + ⋯

Similar Words：

"cousin cousine" French translation, "cousin island" French translation, "cousin joe" French translation, "cousin kevin" French translation, "cousin marriage" French translation, "cousin skeeter" French translation, "cousin-german" French translation, "cousin-montauban ministry" French translation, "cousin\'s theorem" French translation