Representations of integers as sums of primes from a Beatty sequence
We study the problem of representing integers as sums of prime numbers from a fixed Beatty sequence $B_{\alpha,\beta}$, where $\alpha>1$ is irrational and of finite type.
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| creator | Banks, William D Guloglu, Ahmet M Nevans, C. Wesley |
| description | We study the problem of representing integers as sums of prime numbers from a
fixed Beatty sequence $B_{\alpha,\beta}$, where $\alpha>1$ is irrational and of
finite type. |
| doi_str_mv | 10.48550/arxiv.math/0701285 |
| format | Article |
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| language | eng |
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| subjects | Mathematics - Number Theory |
| title | Representations of integers as sums of primes from a Beatty sequence |
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