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The difference in the area extension, for loading of 300 kg/m2, is therefore lower than 2%% and shows that the use of different meteorological datasets has a minor effect on the hazard distribution.
In the results presented here, the hazard distribution used is exponential (i.e., constant hazard across all age classes), but the use of accelerated hazard with age (Weibull and Rayleigh distributions) did not change the overall outcome (data not shown).
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The difference in the cumulative hazard distribution of insulin use between TZD and SU patients suggests the association is not modified over time and is amenable to modelling using Poisson regression.
The advantage of this is that the baseline hazard distribution and parameter estimates are still unbiased, and the data set required for the analysis is considerably reduced when compared with the standard discrete-time model.
The consequence of this approach is that Cox and Weibull models will no longer be valid, because these usual approaches assume continuity of the baseline hazard distribution and/or absence of ties between ordered failure times [ 6].
As shown previously, there is a direct link between the survival and hazard, and the choice of hazard distribution determines that of the survival.
Regional loss rates derived from the historical records of EM-DAT were utilized in conjecture with the vulnerability data within Global Landslide Hazard Distribution and the GDP per grid cell to assess the total economic loss risks posed by landslide hazard.
The model is implemented in ArcGIS, and applied for the prediction of wildfire hazard distribution in southeastern Mississippi.
Colour scheme had a strong influence on the type of hazard messages interpreted, with a red-yellow scheme conveying the message of a hazard distribution (high to low), and a red-yellow-blue scheme conveying the message of hazard state (present or absent) and/or risk.
The CDM model performs better than the gravity model in the prediction of wildfire frequency, hazard area, and wildfire hazard distribution.
Tumour size affects the recurrence risk value at a given time but does not affect the pattern of the hazard rate distribution (that is, the occurrence of peaks).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com