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searching for Many-sorted logic 3 found (18 total)
alternate case: many-sorted logic
Signature (logic)
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and R {\displaystyle R} an n {\displaystyle n} -ary relation. For many-sorted logic and for many-sorted structures, signatures must encode information
Interpretation (logic)
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of their arguments must come from a certain sort. One example of many-sorted logic is for planar Euclidean geometry[clarification needed]. There are
Von Neumann–Bernays–Gödel set theory
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ways to axiomatize this.[non-primary source needed] Bernays used many-sorted logic with two sorts: classes and sets. Gödel avoided sorts by introducing