GLAZE 发表于 2025-3-21 17:37:50
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Kurt Mühler,Karl-Dieter Opp the expressive weakness of first-order logic. This weakness is the breeding ground for the freedomwhich modeltheoretic methods rest upon. By compactness, any first-order axiom system either has only finite models of limited cardinality or has infinite models. The first case is trivial because finitFLOAT 发表于 2025-3-22 10:01:01
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Kurt Mühler,Karl-Dieter Opp the expressive weakness of first-order logic. This weakness is the breeding ground for the freedomwhich modeltheoretic methods rest upon. By compactness, any first-order axiom system either has only finite models of limited cardinality or has infinite models. The first case is trivial because finitlactic 发表于 2025-3-22 18:12:39
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Kurt Mühler,Karl-Dieter Opp the expressive weakness of first-order logic. This weakness is the breeding ground for the freedomwhich modeltheoretic methods rest upon. By compactness, any first-order axiom system either has only finite models of limited cardinality or has infinite models. The first case is trivial because finit小教堂 发表于 2025-3-23 08:54:54
the expressive weakness of first-order logic. This weakness is the breeding ground for the freedomwhich modeltheoretic methods rest upon. By compactness, any first-order axiom system either has only finite models of limited cardinality or has infinite models. The first case is trivial because finit