The phrase "adapted for problems" is correct and usable in written English.
It can be used when describing something that has been modified or tailored to address specific issues or challenges.
Example: "The software was adapted for problems related to data security, ensuring that sensitive information is protected."
Alternatives: "tailored for issues" or "modified for challenges".
The comprehensive shielding model was adapted for other problems by reducing the types of particles transported, limiting the extent and complexity of the geometry, and where possible killing particles by setting their importance to zero.
Except for the SVM, the Gaussian process regression method adapted for discriminant problems is well-known as a nonlinear discriminant method which has a similar performance to the SVM with the Gaussian kernel (e.g., Rasmussen & Williams [8]).
In order to address this issue, a number of implicit methods including drift-implicit methods [10, 15] and fully implicit methods [12, 16 19, 21, 22] have been introduced, which possess better stability properties than the explicit methods and thus are well adapted for stiff problems.
GA is also adapted for large-scale problems in which exact methods are not efficient.
Future research should examine if the framework can be readily adapted for modelling specific problems in agricultural management.
Finally, we discuss how the basic algorithm that enumerates all admissible sets can be adapted for other reasoning problems.
Results showed that the direct method is adapted for solving the problem and can be implemented with moderate computing times.
We also show that the technique can be adapted for the related problem of "companding", in which an HDR image is converted to an LDR image, and later expanded back to high dynamic range.
The finite difference time domain (FDTD) method, adapted for magnetic field diffusion problems, is used to study the electromagnetic induction in moving materials by including motional emf in standard FDTD electromagnetic equations.
Due to its mesh dimension reduction and accuracy in determining stress concentration fields, the BEM becomes well adapted for solving topology optimization problems.
