This memoir is concerned with a number of additive questions in which squares occur. For ternary additive problems with at least one square, the exceptional set is considered and it is shown that current methods cannot be sharpened substantially. In a different direction, but using cognate methods, an asymptotic formula is obtained for the number of partitions of a number into squares.
|Additive questions and partitions
|In Copyright (Rights Reserved)
|August 5, 2015
|Publisher Identifier (DOI)
|November 15, 2021
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