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The Class of Representable Ordered Monoids has a Recursively Enumerable, Universal Axiomatisation but it is Not Finitely Axiomatisable - MaRDI portal

The Class of Representable Ordered Monoids has a Recursively Enumerable, Universal Axiomatisation but it is Not Finitely Axiomatisable (Q5693111)

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scientific article; zbMATH DE number 2210172
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English
The Class of Representable Ordered Monoids has a Recursively Enumerable, Universal Axiomatisation but it is Not Finitely Axiomatisable
scientific article; zbMATH DE number 2210172

    Statements

    The Class of Representable Ordered Monoids has a Recursively Enumerable, Universal Axiomatisation but it is Not Finitely Axiomatisable (English)
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    28 September 2005
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    binary relation
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    ordered monoid
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    partial order
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    game
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    non-finite axiomatisability
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    ultraproduct
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    representability
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