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Multiple Edge -- from Wolfram MathWorld
Multiple edges are two or more edges connecting the same two vertices within a multigraph. Multiple edges of degree d_(ij) between vertex i and vertex j correspond to an integer d_(ij)>1 as the (i,j) entry of the incidence matrix of the multigraph. A diagonal entry d_(kk)>0 corresponds to a single or multiple loop. Integers d_(ij)>1 can similarly correspond to multiple edges in a directed multigraph.
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Multiple Edge -- from Wolfram MathWorld
Multiple edges are two or more edges connecting the same two vertices within a multigraph. Multiple edges of degree d_(ij) between vertex i and vertex j correspond to an integer d_(ij)>1 as the (i,j) entry of the incidence matrix of the multigraph. A diagonal entry d_(kk)>0 corresponds to a single or multiple loop. Integers d_(ij)>1 can similarly correspond to multiple edges in a directed multigraph.
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Multiple Edge -- from Wolfram MathWorld
Multiple edges are two or more edges connecting the same two vertices within a multigraph. Multiple edges of degree d_(ij) between vertex i and vertex j correspond to an integer d_(ij)>1 as the (i,j) entry of the incidence matrix of the multigraph. A diagonal entry d_(kk)>0 corresponds to a single or multiple loop. Integers d_(ij)>1 can similarly correspond to multiple edges in a directed multigraph.
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20- titleMultiple Edge -- from Wolfram MathWorld
- DC.TitleMultiple Edge
- DC.CreatorWeisstein, Eric W.
- DC.DescriptionMultiple edges are two or more edges connecting the same two vertices within a multigraph. Multiple edges of degree d_(ij) between vertex i and vertex j correspond to an integer d_(ij)>1 as the (i,j) entry of the incidence matrix of the multigraph. A diagonal entry d_(kk)>0 corresponds to a single or multiple loop. Integers d_(ij)>1 can similarly correspond to multiple edges in a directed multigraph.
- descriptionMultiple edges are two or more edges connecting the same two vertices within a multigraph. Multiple edges of degree d_(ij) between vertex i and vertex j correspond to an integer d_(ij)>1 as the (i,j) entry of the incidence matrix of the multigraph. A diagonal entry d_(kk)>0 corresponds to a single or multiple loop. Integers d_(ij)>1 can similarly correspond to multiple edges in a directed multigraph.
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- og:descriptionMultiple edges are two or more edges connecting the same two vertices within a multigraph. Multiple edges of degree d_(ij) between vertex i and vertex j correspond to an integer d_(ij)>1 as the (i,j) entry of the incidence matrix of the multigraph. A diagonal entry d_(kk)>0 corresponds to a single or multiple loop. Integers d_(ij)>1 can similarly correspond to multiple edges in a directed multigraph.
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- twitter:descriptionMultiple edges are two or more edges connecting the same two vertices within a multigraph. Multiple edges of degree d_(ij) between vertex i and vertex j correspond to an integer d_(ij)>1 as the (i,j) entry of the incidence matrix of the multigraph. A diagonal entry d_(kk)>0 corresponds to a single or multiple loop. Integers d_(ij)>1 can similarly correspond to multiple edges in a directed multigraph.
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