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This integration is difficult to compute in practice; so, Laplace approximation is used to approximate the posterior by a Gaussian distribution and thereby simplify this integration.
Moreover, the non-central/central approximation is used to approximate the distribution of the non-central uncorrelated Wishart matrix by the distribution of the central semi-correlated Wishart matrix.
Invoking this analogy, the total quasi-steady-state approximation is used to derive approximate analytical solutions that are valid for a wide range of in vitro conditions.
Numerical approximation is used to assist the antenna design and modelling.
The constrained path approximation is used to control the sign problem.
This approximation is used to explore how spatially structured habitats can affect competition intensity.
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Response surface approximation was used to approximate the objective function to reduce computing time.
Bruggeman effective medium approximation was used to describe the optical functions of intermediate layers.
Thus, in the present study, two-point exponential approximation was used to build a convex set.
The renormalized Maxwell-Garnett approximation was used to fit the experimental spectrum, using effective of optical parameters for the calculation.
The modified quasi-chemical model in the pair approximation was used to model the liquid phase, while solid solutions were modeled using compound energy formalism.
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