A technical note on AC-unification. The number of minimal unifiers of the equation \(\alpha x_ 1+ \cdots + \alpha x_ p \doteq _{AC} \beta y_ 1+ \cdots + \beta y_ q\) (Q1187854)
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scientific article; zbMATH DE number 39771
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A technical note on AC-unification. The number of minimal unifiers of the equation \(\alpha x_ 1+ \cdots + \alpha x_ p \doteq _{AC} \beta y_ 1+ \cdots + \beta y_ q\) |
scientific article; zbMATH DE number 39771 |
Statements
A technical note on AC-unification. The number of minimal unifiers of the equation \(\alpha x_ 1+ \cdots + \alpha x_ p \doteq _{AC} \beta y_ 1+ \cdots + \beta y_ q\) (English)
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23 July 1992
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AC-unification
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minimal unifiers
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Stickel's equation
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Diophantine equation
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