Sentence examples for both cases are given from inspiring English sources
Explicit formulas for Taylor series in both cases are given.
Examples of both cases are given, with reference to specific reacting systems of practical interest.
The approximate asymptotic expressions for the full and partial conditional outage probabilities when ({bar gamma _{u}} gg {gamma _{0}}), which hold for both cases, are given, respectively, as ([11], eq. (15)) {tilde P_{mathcal{F}}}left({{gamma_{0}|M}} right) = frac{1}{{M!}}{left({frac{{{gamma_{0}}}}{{{{bar gamma }_{u}}}}} right)^{M}}, (16).
Figure 2(A) shows the OCT images of the reference phantom (on the left) and the test phantom (on the right), respectively, and the decay curves of the OCT intensity along imaging depth in both cases are given in Fig. 2(B).
Sufficient conditions for both delay independent and delay dependent cases are given.
The explicit expressions of the homogenized coefficients in the plane axisymmetric and spherical symmetric cases are given and both the derivation of the analytical solutions of the cell functions and the quasi-static thermoelasticity problems are discussed.
In addition all the cases are given systematically, where the model has discrete transients.
Designs for all such cases are given in a catalog of space-filling designs.
