Structural beam and the boolean evaluation of lattice-ordered groups

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In the work beams of F ( • ) are constructed. They represent the l-group, defined at complete Boolean algebras B, and connected with an initial algebraic system. The semantic evaluations, correspondent to these beams,are studied.

Ортополные проективные l-группы, boolean valued analysis, evaluation, beams, pre beams, lattice-ordered groups, orthocomplete b-groups, orthocomplete projective l-groups

Короткий адрес: https://sciup.org/14835074

IDR: 14835074

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