Definitions from Wiktionary (Landau-Ramanujan constant)
▸ noun: (number theory) The constant of proportionality (approximately 0.7642) in the relationship between the number of positive integers less than x that are the sum of two square numbers, for large x, and the expression x/√.
▸ Words similar to landau-ramanujan constant
▸ Usage examples for landau-ramanujan constant
▸ Idioms related to landau-ramanujan constant
▸ Wikipedia articles (New!)
▸ Words that often appear near landau-ramanujan constant
▸ Rhymes of landau-ramanujan constant
▸ Invented words related to landau-ramanujan constant
▸ noun: (number theory) The constant of proportionality (approximately 0.7642) in the relationship between the number of positive integers less than x that are the sum of two square numbers, for large x, and the expression x/√.
Similar:
Ramanujan's constant,
Legendre's constant,
Ramanujan prime,
Hardy-Ramanujan number,
de Bruijn-Newman constant,
Ramanujan-Hardy number,
Ramanujan's sum,
Copeland-Erdős constant,
Brun's constant,
Ramanujan conjecture,
more...
Opposite:
▸ Words similar to landau-ramanujan constant
▸ Usage examples for landau-ramanujan constant
▸ Idioms related to landau-ramanujan constant
▸ Wikipedia articles (New!)
▸ Words that often appear near landau-ramanujan constant
▸ Rhymes of landau-ramanujan constant
▸ Invented words related to landau-ramanujan constant