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Mar 13, 2015 at 0:25 comment added Ioachim Drugus Maybe, my question should have sounded like this: Can the ordered pair concept serve as foundation of (finitary) mathematics, and if it can, then can this foundation be algebraic? In such presentation, I would not regard the algebra above, with or without projections, as a "trivial algebra". It might be "trivial" only same manner as the free algebras are "trivial". It would be great to hear comments on this more general question from @Joel and others who gave here so useful answers, once I probably cannot ask again my question in a more general form.
Mar 8, 2015 at 17:45 history answered Goldstern CC BY-SA 3.0