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- W1569394699 abstract "We introduce compactness theorems for generalized colorings and derive several particular compactness theorems from them. It is proved that the theorems and many of their consequences are equivalent in ZF set theory to BPI, the Prime Ideal Theorem for Boolean algebras. keywords: generalized graph colorings, compactness, prime ideal theorem MSC: 05C15; 03E25 ." @default.
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- W1569394699 date "2002-09-01" @default.
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- W1569394699 title "GRAPH COLORING COMPACTNESS THEOREMS EQUIVALENT TO BPI" @default.
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