Erdos–Heilbronn conjecture

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The Erdos–Heilbronn conjecture is a result in additive number theory concerning the minimal size of restricted sumsets of distinct residues modulo a prime, later proved using combinatorial and algebraic methods.

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Erdos–Heilbronn conjecture canonical	1

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Combinatorial Nullstellensatz → relatedTo → Erdos–Heilbronn conjecture ⓘ