Mar 31, 2017 · We find lower and upper bounds for the maximum number of nonzero elements in a joint degree vector as a function of n n . This provides an upper ...
Nov 3, 2015 · We find lower and upper bounds for the maximum number of nonzero elements in a joint degree vector as a function of n. This provides an upper ...
Aug 17, 2016 · We find lower and upper bounds for the maximum number of nonzero elements in a joint degree vector as a function of n. This provides an upper ...
Lower and upper bounds for the maximum number of nonzero elements in a joint degree vector as a function of $n$ are found, providing an upper bound on the ...
On the Number of Non-Zero Elements of Joint Degree Vectors
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We study the maximum number of nonzero elements in a joint degree vector of an $n$-vertex graph. This provides an upper bound on the number of estimable ...
On the number of non-zero elements of joint degree vectors - Apollo
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We find lower and upper bounds for the maximum number of nonzero elements in a joint degree vector as a function of n. This provides an upper bound on the ...
On the Number of Non-zero Elements of Joint Degree Vectors
www.researchgate.net › ... › Vectorization
Nov 3, 2015 · Joint degree vectors give the number of edges between vertices of degree $i$ and degree $j$ for $1\le i\le j\le n-1$ in an $n$-vertex graph.
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Joint degree vectors give the number of edges between vertices of degree i and degree j for 1 ≤ i ≤ j ≤ n-1 in an n-vertex graph.
Abstract. Joint degree vectors give the number of edges between vertices of degree i and degree j for 1 ≤ i ≤ j ≤ n − 1 in an n-vertex graph.