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A Paucity Problem Associated with a Shifted Integer Analogue of the Divisor Function by Heap, Winston; Sahay, Anurag; Wooley, Trevor D. is a scholarly article available to read on EtoBox.

What is A Paucity Problem Associated with a Shifted Integer Analogue of the Divisor Function about?

Suppose that $\theta$ is irrational. Then almost all elements $\nu\in {\mathbb Z}[\theta]$ that may be written as a $k$-fold product of the shifted integers $n+\theta$ $(n\in {\mathbb N})$ are thus represented essentially uniquely.

Author

Heap, Winston; Sahay, Anurag; Wooley, Trevor D.

Published

2021

Language

EN