universal algebra

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universal algebra [¦yü·nə¦vər·səl ′al·jə·brə]

(mathematics)

The study of algebraic systems such as groups, rings, modules, and fields and the examination of what families of theorems are analogous in each system.

(logic)

Universal algebra - The model theory of first-order equational logic.

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equational logic
Whitehead, Alfred North

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