Every multiple of 4 except 212, 364, 420, and 428 is the sum of seven cubes

Details Every multiple of 4 except 212, 364, 420, and 428 is the sum of seven cubes Every multiple of 4 except 212, 364, 420, and 428 is the sum of seven cubes

2009-03-26

arxiv.org/abs/0903.4503v1

Mathematics

Number Theory

8 pages; to appear in Bull. LMS

Scientific paper

It is conjectured that every integer N>454 is the sum of seven nonnegative
cubes. We prove the conjecture when N is a multiple of 4.

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