Article
Note on Waring’s Problem With Convergent Sieve Sequences
Authors
Abstract
Let V be a set of pairwise coprime integers not containing 1, and we assume that there is some δ > 0 such that Pv∈V v−1+δ is finite. An asymptotic formula for Waring’s Problem where the variables are assumed to be not divisible by any v ∈ V is proved.
Keywords
Waring’s Problem, sieve sequences, B-free numbers.
Citation
Jancevskis, M. (2009). Note on waring’s problem with convergent sieve sequences. Uniform Distribution Theory, 4(2), 133–151.
M. Jancevskis, “Note on waring’s problem with convergent sieve sequences,” Uniform Distribution Theory, vol. 4, no. 2, pp. 133–151, 2009.
Jancevskis M. Note on waring’s problem with convergent sieve sequences. Uniform Distribution Theory. 2009;4(2):133–151.
Jancevskis, M. (2009), ‘Note on waring’s problem with convergent sieve sequences’, Uniform Distribution Theory, 4(2), pp. 133–151.
Jancevskis, Martin. “Note on Waring’s Problem with Convergent Sieve Sequences.” Uniform Distribution Theory, vol. 4, no. 2, 2009, pp. 133–151.
Jancevskis, Martin. “Note on Waring’s Problem with Convergent Sieve Sequences.” Uniform Distribution Theory 4, no. 2 (2009): 133–151.
Export citation
Published by: Engineering Journals
