Sentence examples for the relation may be from inspiring English sources

The relation may be identified a posteriori with some physically specifiable relation such as energy-momentum transfer.

Providing that depressed LV intrinsic contractility is constant, the relation may be separated into four parts according to systemic vascular resistance, volemia, and right ventricular (RV) function.

In this case, the shape of the relation may be a target for investigation.

There may be a direct relation between the ability to experience regret and adaptive decision making or the relation may be more indirect (e.g., as a result of a separate mediating variable).

The fact that the size of the dense areas was not associated with the CYP1A2 genotype suggests that the relation may be due to an effect on the non-dense, i.e., the fatty breast tissue.

As described previously, the v-model shows problem-action relations intuitively (V1) and the relations may be extended to multiple wings (V2).

Thus, there may not be a specific causal relation between world assumptions and posttraumatic stress symptoms, as suggested by Janoff-Bulman [ 14] and others [ 21, 38]; instead, the relations may be similar to, and a reflection of, a general connection between world assumptions and mental health.

Finally, air pollution is not the only area where information about the shape of the exposure response relation may be valuable for setting public health policy.

The same relation may be the case in our study as R1 and R3 demonstrated significantly higher random glucose levels and further, an increased risk of delivery of a macrosomic infant.

Now, using the asymptotic expansion of plasma dispersion function, the dispersion relation may be separated in real and imaginary form of dispersion relation for limit k2c2 / ω2 > > 1: D I = ω + ω * k α ξ + A T ξ π e x p − ξ 2 Open image in new window (18) D R = − k 2 c 2 ω 2 + ω + ω * k α − 1 ξ 1 + 1 2 ξ 2 + A T − 1 + 1 2 ξ 2. Open image in new window (19).

The above relation may be considered as a transformation of the form (sigma_{n}) which carries ((D_{a}^{n}R_{n})) into ((R_{n})).