Then, we can predict (tilde {y}) using the conditional distribution.
This problem can be resolved using the conditional PRE scheme.
Table 3 presents results using the conditional logistic regression model.
Model parameters were estimated using the conditional Least Squares method.
In Section 2, using Hölder's inequality, we prove the conditional stability for IHCP (1.1) in the interval ([r_{0}, r_{1})). The relevant properties of Shannon wavelets are summarized in Section 3.
In Section 3, we prove the conditional stability for the IHCP (1.1) by using the Hölder inequality.
The conditional stability constants and complexation model presented in this work can be used to screen CMCD as a potential remediation agent for clean-up of contaminated soil and groundwater.
The logarithm of the conditional stability constant (Log K), percentage of fluorophores that correspond to metal binding (% f) were measured by using this equation.
Furthermore, the conditional stability and optimal error estimate for the proposed scheme are proved.
The conditional stability was given.
