Horizons of Combinatorics

Volume 17 of the series Bolyai Society Mathematical Studies pp 189-213

Infinite Combinatorics: From Finite to Infinite

  • Lajos SoukupAffiliated withRényi Institute

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We investigate the relationship between some theorems in finite combinatorics and their infinite counterparts: given a “finite” result how one can get an “infinite” version of it? We will also analyze the relationship between the proofs of a “finite” theorem and the proof of its “infinite” version.