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Enumeration of Basic Hamilton Cycles in the Mangoldt Graph
Abstract: The Mangoldt graph M n is an arithmetic function, namely, Mangoldt function (n), n ≥ 1 an integer. In this paper the notion of a basic Hamilton cycles in M n is introduced and their number is enumerated.
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2015
2015
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“…For each there exist several even free graphs .These graphs are motivated from Mangoldt graphs [8].Now we study the structure and several properties of these even free graphs.…”
Section: The Structure and Properties Of The Even Free Graphmentioning
confidence: 99%
“…For each there exist several even free graphs .These graphs are motivated from Mangoldt graphs [8].Now we study the structure and several properties of these even free graphs.…”
Section: The Structure and Properties Of The Even Free Graphmentioning
confidence: 99%
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