In the first formulation we find the pressure bases through performing a limit analysis using a fictitious bulk modulus while in the second formulation the bases are found directly by considering the pressure as a separate variable.
The formulation of the base theory does not involve the truth predicate or any specific truth-theoretic assumptions.
We discuss the formulation of the base model, the different settings studied in the papers and summarise their findings.
The name of this method stems from the fact that the formulation is based on the first and second moments of the random variables.
The geometric nonlinearity is introduced in the formulation based on the relevant Green's strain vector for the laminate.
The formulation is based on the thin wire antenna theory in the time domain.
Data were compiled for the additives in the base formulations, i.e. pigments were not considered.
The formulation is based on the principle of virtual work postulated for the reference surface.
The formulation is based on the lower bound theorem of plasticity and the maximum distortional energy density yield criterion.
The formulation is based on the extension of stochastic decomposition technique to wavelet domain via the method of spectral factorization.
