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MomentClosure.jl:Automated moment closure approximations in Julia

• Authors : Ramon Grima; Augustinas Sukys; Cowen, Lenore

Subjects: 0301 basic medicine; Statistics and Probability; Source code

• Source: Sukys, A, Grima, R & Cowen, L (ed.) 2021, ' MomentClosure.jl : Automated moment closure approximations in Julia ', Bioinformatics, vol.

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Autoregressive Point Processes as Latent State-Space Models: A Moment-Closure Approach to Fluctuations and Autocorrelations

• Authors : Michael E. Rule; Guido Sanguinetti

Subjects: 0301 basic medicine; Computer science; Cognitive Neuroscience

• Source: Rule, M & Sanguinetti, G 2018, ' Autoregressive Point-Processes as Latent State-Space Models: a Moment-Closure Approach to Fluctuations

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Second-Order Moment-Closure for Tighter Epidemic Thresholds

• Authors : Masaki Ogura; Victor M. Preciado

Subjects: Social and Information Networks (cs.SI); FOS: Computer and information sciences; 0209 industrial biotechnology

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A variational approach to moment-closure approximations for the kinetics of biomolecular reaction networks

• Authors : Leo Bronstein; Heinz Koeppl

Subjects: Chemical Physics (physics.chem-ph); Approximation theory; 010304 chemical physics

• Source: The Journal of Chemical Physics. 148:014105

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Validity conditions for moment closure approximations in stochastic chemical kinetics

• Authors : David Schnoerr; Ramon Grima; Guido Sanguinetti

Subjects: Bistability; Molecular Networks (q-bio.MN); General Physics and Astronomy

• Source: Schnoerr, D, Sanguinetti, G & Grima, R 2014, ' Validity conditions for moment closure approximations in stochastic chemical kinetics ',

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Message passing and moment closure for susceptible-infected-recovered epidemics on finite networks

• Authors : Kieran J. Sharkey; Robert R. Wilkinson

Subjects: Physics - Physics and Society; FOS: Physical sciences; Physics and Society (physics.soc-ph)

• Source: Physical review. E, Statistical, nonlinear, and soft matter physics. 89(2)

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Diagnostics for assessing the linear noise and moment closure approximations

• Authors : Colin S. Gillespie; Andrew Golightly

Subjects: 0301 basic medicine; Statistics and Probability; Computer science

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Algebraic moment closure for population dynamics on discrete structures

• Authors : Thomas House

Subjects: General Mathematics; Immunology; Population

• Source: Europe PubMed Central

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Maximum-entropy moment-closure for stochastic systems on networks

• Authors : Tim Rogers

Subjects: Statistics and Probability; Stochastic process; Stochastic modelling

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Asymptotically inspired moment-closure approximation for adaptive networks

• Authors : Leah B. Shaw; Maxim S. Shkarayev

Subjects: Mathematical optimization; Statistical Mechanics (cond-mat.stat-mech); Populations and Evolution (q-bio.PE)

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