Establishes the dimension-free bound |A+B| >= (|A||B|)^{log4/log6} for A subset of {0,1}^d and B subset of {0..m}^d, sharp for m>=2.
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Geometric Block Exponents and a Uniform Mixed-Alphabet Sumset Inequality
Establishes the dimension-free bound |A+B| >= (|A||B|)^{log4/log6} for A subset of {0,1}^d and B subset of {0..m}^d, sharp for m>=2.