The modelled sources of radiation absorption and scattering in the shortwave electromagnetic spectrum are H2O, O3, CO2, O2, CH4, N2, clouds, aerosols and Rayleigh scattering.
In the shortwave, ({mathrm{H}}_{2}{mathrm{O}}), ({mathrm{O}}_{3}), ({mathrm{CO}}_{2}), ({mathrm{O}}_{2}), ({mathrm{CH}}_{4}), ({mathrm{N}}_{2}), clouds, aerosols and Rayleigh scattering are the modelled sources of absorption and scattering.
The lamps are modelled as Lambertian sources of second order.
Lens distortion was modelled accounting for three sources of distortion: radial, decentring and thin prism distortions.
Nine attributes: Ore type, Gold ore grade, Gold distribution, Gold grain size, Sulfide present, Arsenic sulfide, Copper sulfide, Iron sulfide and Clay present were modelled and several literature sources of actual gold mines and processes were used for acquiring cases for the system.
Modelled results suggest that allochthonous sources of carbon (CPM and dissolved organic matter) contribute more to sediment carbon than the production and settling of algal biomass, but the relative contribution due to algal biomass has increased over time.
All model unknowns (transmission parameters, cohort random effects, non-detected pigs, probability of non-detection) were estimated simultaneously, implying that all possible sources of uncertainty were modelled, in turn giving more confidence about the estimates of the transmission parameters.
Screening registry data, colposcopy data and other sources of data used in the model were de-identified, and the Cancer Council NSW Human Research Ethics Committee approved the transfer of these datasets to the researchers and their use in this modelled evaluation.
The new screening registry data and other sources of new data used in the model were deidentified, and the Cancer Council NSW Human Research Ethics Committee approved the transfer of these datasets to the researchers and their use in modelled evaluation.
However, in certain cases, the true sources of batch effects or confounding are unknown or cannot be adequately modelled statistically (Leek et al, 2010).
Independent sources of information.
