Particle size distribution curve. by Quan Shen (37564)

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Compressibility modulus of improved red clay. by Quan Shen (37564)

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Experimental Design. by Quan Shen (37564)

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Compressive strain of improved red clay. by Quan Shen (37564)

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Unconfined Compressive Strength of Improved Red Clay. by Quan Shen (37564)

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Field Site of Red Clay Subgrade Diseases in Zhuzhou. by Quan Shen (37564)

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EMI of 0.25% Roadyes-treated red clay after failure. by Quan Shen (37564)

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Molecular Insights on Methane Hydrate Dissociation in the Presence/Absence of Poly-<i>N-</i>vinylcaprolactam: Effects of Gas Saturation and Nanobubbles by Yang Liu (4829)

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Molecular Insights on Methane Hydrate Dissociation in the Presence/Absence of Poly-<i>N-</i>vinylcaprolactam: Effects of Gas Saturation and Nanobubbles by Yang Liu (4829)

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Molecular Insights on Methane Hydrate Dissociation in the Presence/Absence of Poly-<i>N-</i>vinylcaprolactam: Effects of Gas Saturation and Nanobubbles by Yang Liu (4829)

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Supporting information – data for plots. by Maria Nadinskaia (22662419)

Estimated and observed disease prevalence in school-aged children by area, test and sampling year. by Roland Proud (11764892)

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African catfish intervention sites, snail sampling sites and local primary schools in Chifunfu (A), Kahumulo (B) and Sweya (C). by Roland Proud (11764892)

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R script used for modelling analyses. by Roland Proud (11764892)

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Map showing study region (southern shores of Lake Victoria, Tanzania). by Roland Proud (11764892)

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Snail count data. by Roland Proud (11764892)

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Human parasitology infection intensity data. by Roland Proud (11764892)

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Human parasitology prevalence data. by Roland Proud (11764892)

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Predictors used in the modelling analysis. The ‘Snail count’ model refers to the Generalised Linear Mixed Model (GLMM) used to model snail counts, ‘Prevalence’ refers to the diseas... by Roland Proud (11764892)

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Comparison of Mean Absolute Error (MAE) in Millimeters as a Function of Kernel Size. by Liu Liu (512237)

“…After this point, the Reduced Depth model’s MAE increases significantly, while the Full Model’s performance stabilizes before slightly increasing again.…”