AlphaEvolve problems·alphaevolve:42
Sum-difference problem I
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Let $C$ be the least constant such that $$ |A+A|/|A| \\leq (|A-A|/|A|)^{C}$$ for any non-empty finite set $A$ of integers. Establish upper and lower bounds for $C$ that are as strong as possible.
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Computed from what the project declares and what the register holds, never from reading the mathematics. How fidelity is graded.
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