Skew Continuous Morphisms of Ordered Lattice Ringoids
AbstractSkew continuous morphisms of ordered lattice semirings and ringoids are studied. Different associative semirings and non-associative ringoids are considered. Theorems about properties of skew morphisms are proved. Examples are given. One of the main similarities between them is related to cones in algebras of non locally compact groups. View Full-Text
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Ludkowski, S.V. Skew Continuous Morphisms of Ordered Lattice Ringoids. Mathematics 2016, 4, 17.
Ludkowski SV. Skew Continuous Morphisms of Ordered Lattice Ringoids. Mathematics. 2016; 4(1):17.Chicago/Turabian Style
Ludkowski, Sergey V. 2016. "Skew Continuous Morphisms of Ordered Lattice Ringoids." Mathematics 4, no. 1: 17.
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