2011Unpublished venueRequires access

Bases of a Primitive Non-powerful Signed Digraph that Just Has Three Cycles

Yubin Gao

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Abstract

In order to further understand characteristics and properties of the bases of primitive non-powerful signed digraph,a primitive non-powerful signed digraph with three cycles are studied in this work.By analyzing the features of the digraph,using apagoge and knowledge about primitive exponents,point exponents,bases,Frobenius set,powerful,non-powerful and distinguished cycle pair,then the true values of bases are got.

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What this paper is about

In order to further understand characteristics and properties of the bases of primitive non-powerful signed digraph,a primitive non-powerful signed digraph with three cycles are studied in this work.By analyzing the features of the digraph,using apagoge and knowledge about primitive exponents,point exponents,bases,Frobenius set,powerful,non-powerful and distinguished cycle pair,then the true values of bases are got.

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Available abstract

In order to further understand characteristics and properties of the bases of primitive non-powerful signed digraph,a primitive non-powerful signed digraph with three cycles are studied in this work.By analyzing the features of the digraph,using apagoge and knowledge about primitive exponents,point exponents,bases,Frobenius set,powerful,non-powerful and distinguished cycle pair,then the true values of bases are got.

Key concepts: Digraph, Mathematics, Combinatorics, Set (abstract data type), Point (geometry), Order (exchange), Discrete mathematics, Computer science

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