Add to ORKGAbstract. We investigate sums of mixed powers involving two squares, two cubes, and various higher powers, concentrating on situations inacces-sible to the Hardy-Littlewood method. 1
This dissertation focuses on three problems in analytic number theory, one of a multiplicative natur...
An asymptotic formula is established for the number of representations of a large integer as the sum...
A simple proof of a special case is presented in Waring’s problem on sums of 13 cubes localized clos...
We reduce the number of variables required to guarantee the validity of the classical asymptotic for...
Abstract. We investigate the number of representations of a large positive integer as the sum of two...
Abstract. We investigate sums of mixed powers involving two squares and three biquadrates. In partic...
AbstractIn this paper, it is proved that every sufficiently large odd integer is a sum of a prime, f...
Waring’s problem with small prime factors by Gergely Harcos (Budapest) 1. Introduction. As a natural...
Waring's Problem asks if for given n it is possible to represent n as the sum of a finite number of ...
Abstract. We investigate the Waring-Goldbach problem of representing a positive integer n as the sum...
Abstract. Let R(n) denote the number of representations of a large positive integer n as the sum of ...
Na początku praca przytacza genezę oraz treść problemu Waringa. Rozdział 1 przypomina kilka podstawo...
Abstract. I will investigate which numbers can be written as the sum of two squares and in how many ...
Waring's problem for cubes is investigated using numerical computations. The densities of number no...
tribus, &c. usque ad novemdecim compositus, & sic deinceps.” Waring [150, pp. 204-5]. “Ever...
This dissertation focuses on three problems in analytic number theory, one of a multiplicative natur...
An asymptotic formula is established for the number of representations of a large integer as the sum...
A simple proof of a special case is presented in Waring’s problem on sums of 13 cubes localized clos...
We reduce the number of variables required to guarantee the validity of the classical asymptotic for...
Abstract. We investigate the number of representations of a large positive integer as the sum of two...
Abstract. We investigate sums of mixed powers involving two squares and three biquadrates. In partic...
AbstractIn this paper, it is proved that every sufficiently large odd integer is a sum of a prime, f...
Waring’s problem with small prime factors by Gergely Harcos (Budapest) 1. Introduction. As a natural...
Waring's Problem asks if for given n it is possible to represent n as the sum of a finite number of ...
Abstract. We investigate the Waring-Goldbach problem of representing a positive integer n as the sum...
Abstract. Let R(n) denote the number of representations of a large positive integer n as the sum of ...
Na początku praca przytacza genezę oraz treść problemu Waringa. Rozdział 1 przypomina kilka podstawo...
Abstract. I will investigate which numbers can be written as the sum of two squares and in how many ...
Waring's problem for cubes is investigated using numerical computations. The densities of number no...
tribus, &c. usque ad novemdecim compositus, & sic deinceps.” Waring [150, pp. 204-5]. “Ever...
This dissertation focuses on three problems in analytic number theory, one of a multiplicative natur...
An asymptotic formula is established for the number of representations of a large integer as the sum...
A simple proof of a special case is presented in Waring’s problem on sums of 13 cubes localized clos...