Polyhedral geometry and combinatorics of an autocatalytic ecosystem

Overview of attention for article published in Journal of Mathematical Chemistry, February 2024

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About this Attention Score

Among the highest-scoring outputs from this source (#20 of 186)
Good Attention Score compared to outputs of the same age (66th percentile)

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twitter: 4 X users

Citations

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Readers on

mendeley: 1 Mendeley

Summary X Dimensions citations

So far, Altmetric has seen 4 X posts from 4 X users, with an upper bound of 4,019 followers.

RT @kermitiano: A new step to understand the #OriginOfLife through Math Opt: "Polyhedral geometry and combinatorics of an autocatalytic eco…

23 May 2024

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RT @kermitiano: A new step to understand the #OriginOfLife through Math Opt: "Polyhedral geometry and combinatorics of an autocatalytic eco…

22 May 2024

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A new step to understand the #OriginOfLife through Math Opt: "Polyhedral geometry and combinatorics of an autocatalytic ecosystem" https://t.co/Bn0U3Gy0q1 w/ P. Gagrani, E. Smith and D. Baum, recently published in J. Math. Chemistry 🧪

22 May 2024

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[ELSI paper] 'Polyhedral geometry and combinatorics of an autocatalytic ecosystem' on Journal of Mathematical Chemistry. https://t.co/SBnL4guUG8

18 Mar 2024

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