Reflexivity,”If Y ⊆ X, then X → YIn other words, an attribute always determines itselfReflexivity relates to trivial functional dependencies: FDs that include themselves (e.g., X → X or X, Y → X). Again

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Reflexivity,”If Y ⊆ X, then X → YIn other words, an attribute always determines itselfReflexivity relates to trivial functional dependencies: FDs that include themselves (e.g., X → X or X, Y → X). Again

these are typically omitted from FD sets because they add little information”