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Perfect Dominating Sets in the Cartesian Products of Prime C...
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COMBINATORICS
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Perfect Dominating Sets in the Cartesian Products of Prime Cycles
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We study the structure of a minimum dominating set of Cn 2n+1, the Cartesian product of n copies of the cycle of size 2n + 1, where 2n + 1 is a prime.
Hamed Hatami, Pooya Hatami
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DM
1998
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DM 1998
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On constructing snakes in powers of complete graphs
13 years 4 months ago
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We prove the conjecture of Abbott and Katchalski that for every m ≥ 2 there is a positive constant λm such that S(Kd mn) ≥ λmnd−1 S(Kd−1 m ) where S(Kd m) is the length o...
Jerzy Wojciechowski
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