2004
DOI: 10.4064/aa113-4-5
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Diophantine equations E(x) = P(x) with E exponential, P polynomial

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Cited by 2 publications
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“…Using the randcorr R package (Schmidt & Makalic, 2018), we created supporting functionality with which we establish a set of 1000 random association matrices containing 30 species with a maximum strength of association of 10 to create networks in which associations dominate birth and death probabilities over environmental effects and a matrix-sparsity of 10% to simulate well-balanced networks of diverse association motifs. We focus here on association matrices as most network inference approaches to date aim to infer undirected links.…”
Section: Network Matricesmentioning
confidence: 99%
“…Using the randcorr R package (Schmidt & Makalic, 2018), we created supporting functionality with which we establish a set of 1000 random association matrices containing 30 species with a maximum strength of association of 10 to create networks in which associations dominate birth and death probabilities over environmental effects and a matrix-sparsity of 10% to simulate well-balanced networks of diverse association motifs. We focus here on association matrices as most network inference approaches to date aim to infer undirected links.…”
Section: Network Matricesmentioning
confidence: 99%