Mathematical Structures: History of Abelian lattice-ordered groups

History of Abelian lattice-ordered groups

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$\langle\mathbb{Z}, \mbox{max}, \mbox{min}, +, -, 0\rangle$, the integers with maximum, minimum, addtion, unary subtraction and zero. The variety of abelian $\ell$-groups is generated by this algebra.

$\langle\mathbb{Z}, \mbox{max}, \mbox{min}, +, -, 0\rangle$, the integers with maximum, minimum, addition, unary subtraction and zero. The variety of abelian $\ell$-groups is generated by this algebra.

	Revision 18 . . August 7, 2004 10:56 pm by Jipsen
	Revision 17 . . June 28, 2004 3:03 am by Jipsen
	Revision 16 . . June 27, 2004 8:07 am by Peter
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	Revision 13 . . June 24, 2004 3:52 pm by Jipsen
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	Revision 10 . . (edit) June 21, 2003 3:24 pm by Peter Jipsen