Moreover, if G ⊂ Ci and H ⊂ {x1, . . . , xn}  Ci, thend(G,H) = minx∈G∪ translation - Moreover, if G ⊂ Ci and H ⊂ {x1, . . . , xn}  Ci, thend(G,H) = minx∈G∪ Indonesian how to say

Moreover, if G ⊂ Ci and H ⊂ {x1, .

Moreover, if G ⊂ Ci and H ⊂ {x1, . . . , xn} Ci, then
d(G,H) = min
x∈G∪H
dmax(x,G ∪ H) > a
0/5000
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Results (Indonesian) 1: [Copy]
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Selain itu, jika G ⊂ Ci dan H ⊂ {x1,... xn yang dikonversi} Ci, kemudiand(G,H) = minx∈G∪HDMax (x, G ∪ H) >
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Results (Indonesian) 2:[Copy]
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Apalagi jika G ⊂ Ci dan H ⊂ {x1,. . . , Xn} Ci, maka
d (G, H) = min
x∈G∪H
dmax (x, G ∪ H)> a
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