The last mentioned observation is quite useful in practical cases, where the availability of an accurate state model is scarce.
The above-mentioned observations are in qualitative agreement with natural examples reported in Fig. 9 of Kile et al.
The above-mentioned observations are what we meant by an unusual TCR repertoire.
These above-mentioned observations are in agreement with observations by two other studies that found indications for a role of selenium in later stages of the carcinogenesis of esophageal adenocarcinoma [ 15, 16].
Hence, from the mentioned observations, it is clear that the optimum control in peak acceleration for a particular frequency ratio is obtained with higher water depth ratios, and maximum reduction in response is obtained when the frequency ratio becomes unity.
With the help of the mentioned observations, it is clear that the optimum control of peak responses for a particular frequency ratio is obtained with higher values of mass ratios.
Thus, from all the above mentioned observations, it is clear that equation (5.8) satisfies all the requirements of Theorem 5.1 and hence, the functional integral equation (5.8) has a positive solution in (C_(I)).
As mentioned, these observations are preliminary and so far it is uncertain whether they occur in all specimens of the above-mentioned species.
10 However, no method to achieve this for maximum therapeutic benefit in the human situation appears to have been offered to date, despite the afore mentioned observations indicating timing was important.
The mentioned observation could be confirmed by using other methods that can predict the number of gene gains and losses.
It is worth mentioning that our observations are based on data from a single neonatal center and should not be extrapolated to patients from centers with neonatal care procedures different from those applied in a university-based tertiary hospital.
