DOES THIS HAS SOMETHING TO DO WITH EDWARD WARING?

WHAT IS THE SMALLEST NATURAL NUMBER THAT CANNOT BE REPRESENTATED AS SUM OF 18 4th POWERS? SOME OF THEM CAN BE ZERO.

EX. 17= 2^ 4 +1^4 + ......


The answer is 79.

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1 solution

To dear solver, I don't think that this is a lvl3 problem.I rated it as lvl5 but I don't know what happened.

can u post solution?

Adarsh Kumar - 6 years, 8 months ago

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Well I think that this work of mine is original , and so has been generalized for any n and g (n) so, I will post a solution after I confirm and get a copyright over it.;)

A Former Brilliant Member - 6 years, 7 months ago

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