Universal algebra - Revision history

en>Quondum: /* Varieties */ replacing an inline $formula with HTML: this article (almost) consistently uses HTML throughout$

2014-09-13T17:05:41Z

Varieties: replacing an inline <math> formula with HTML: this article (almost) consistently uses HTML throughout

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en>Duxwing: Copy Editing

2014-02-11T01:28:41Z

Copy Editing

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en>Rgdboer: /* Basic idea */ lk Outline_of_algebraic_structures#Types_of_algebraic_structures

2014-01-17T02:35:50Z

Basic idea: lk Outline_of_algebraic_structures#Types_of_algebraic_structures

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en>Magidin: not just arbitrary (e.g., we don't ask that a homomorphism of rings satisfy $f(a+b) = f(a)f(b)$, just because $+$ and $\cdot$ have the same arity).

2012-06-21T04:14:22Z

not just arbitrary (e.g., we don't ask that a homomorphism of rings satisfy $f(a+b) = f(a)f(b)$, just because $+$ and $\cdot$ have the same arity).

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Universal algebra - Revision history

en>Quondum: /* Varieties */ replacing an inline formula with HTML: this article (almost) consistently uses HTML throughout

en>Duxwing: Copy Editing

en>Rgdboer: /* Basic idea */ lk Outline_of_algebraic_structures#Types_of_algebraic_structures

en>Magidin: not just arbitrary (e.g., we don't ask that a homomorphism of rings satisfy $f(a+b) = f(a)f(b)$, just because $+$ and $\cdot$ have the same arity).

en>Quondum: /* Varieties */ replacing an inline $formula with HTML: this article (almost) consistently uses HTML throughout$