Radius Diameter And Minimum Degree

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Radius Diameter And Minimum Degree
Paul Erdos
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25 for every _ (> and l^il ^ |Si+2l 2l 5" hence (5) is true again. Now easy calculations show that -6- n > ([ d 7 1 ]26-l -6+2 if d = (mod 4), 1 if d H 1 (mod H), 2 if d = 2 (mod H), 3 if d = 3 (mod H), and equality can hold for every pair d, 6 > 2. This yields (i). That (i) is tight e. G. For the following graphs V(G) = Vq u Vi U . . . U Vi4|9 such that (2') dj3(7', 7") 9 (T(x, y") n s>9, resp.

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