Presentación | Participantes | Bibliografía (DML-E) | Bibliografía adicional | Enlaces de interés | Otros proyectos DML | Ayuda
INICIO |
27 de julio de 2024
Goldbach numbers represented by polynomials.
| Título inglés | Goldbach numbers represented by polynomials. |
|---|---|
| Título español | Números de Goldbach representados por polinomios. |
| Autor/es | Perelli, Alberto |
| Organización | Dip. Mat. Univ. Genova, Génova, Italia |
| Revista | 0213-2230 |
| Publicación | 1996, 12 (2): 477-490, 10 Ref. |
| Tipo de documento | articulo |
| Idioma | Inglés |
| Resumen inglés | Let N be a large positive real number. It is well known that almost all even integers in the interval [N, 2N] are Goldbach numbers, i.e. a sum of two primes. The same result also holds for short intervals of the form [N, N+H], see Mikawa [4], Perelli-Pintz [7] and Kaczorowski-Perelli-Pintz [3] for the choice of admissible values of H and the size of the exceptional set in several problems in this direction. One may ask if similar results hold for thinner sequences of integers in [N, 2N], of cardinality smaller than the upper bound for the exceptional set in the above problems. In this paper we deal with the polynomial case. |
| Clasificación UNESCO | 120504 |
| Palabras clave español | Problema de Goldbach ; Polinomios ; Números primos |
| Código MathReviews | MR1402675 |
| Código Z-Math | Zbl 0874.11069 |
 Acceso al artículo completo |
|