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By using a bilinear approximation to the dynamics of interactions among states, the parameters of the implicit causal model reduce to three sets.
Only in the case of a constant hazard rate does this model reduce to a gap time model due to the memorylessness of the exponential distribution.
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As a result, the model reduces to LSTAR-APGARCH-RBF LSTAR-APGARCH-RBF LSTAR-APGARCH-RBF
For (n=1), the Carreau model reduces to the Newtonian one.
If λ=1, this model reduces to the CG distribution above.
When δ is zero, the homogeneous agreement model reduces to the independence model.
Note that, when q = 0, our model reduces to the system model in [12].
When (alpha=1), the proposed model reduces to the classic Burgers model.
On the other hand, our model reduces to 3-state Potts model.
In the limit, as we show, this point charge model reduces to a line charge model.
In this case, the model reduces to the standard density estimation problem under multiplicative censoring.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com