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Minimal cover (example discussed in class) F = { AB -> C, C -> A, BC -> D, ACD -> B, D -> E, D -> G, BE ->
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Minimum Cover of F. Minimal Cover for a Set of FDs Minimal cover G for a set of FDs F: –Closure of F = closure of G. –Right hand side of each
Minimum Cover of F. Minimal Cover for a Set of FDs Minimal cover G for a set of FDs F: –Closure of F = closure of G. –Right hand side of each
graphs and networks - Find Minimal covering sets for $n\times n\times n$ grid (covering means each grid point has a axis line in common with set) - Mathematica Stack Exchange
