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Seva
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Freiman isomorphic-isomorphic sets

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GH from MO
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Eddy
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Freiman isomorphic sets

Haw can we prove that an arbitrary set $A$ of $n$ positive integers is 2-Freiman isomorphic to a subset of {$ 1,2,...,4^{n}$} and $4^{n}$ cannot be improved to $2^{n}$?