Further, to study the nonlinear problem (1.1), we consider the associated linear problem and obtain the uniqueness of the solutions to the associated linear problem.
The simple analytical results obtained from this study can be applied further to study the electronic and optoelectronic properties of the hollow nanosphere structures.
Breck et al. [17] went further to study the problem of extracting any opinion expressions, which might have any number of words.
Further, to study the effects of torsional coupling, the controlled response of asymmetric system is compared with the corresponding symmetric system.
The proposed computational framework can be extended further to study the effects of uncertainty and variability in anatomy, bone mechanical properties, loading or bone implant interface contact conditions.
In this section, we apply fixed point Theorem 3.4 in [4] to go one step further to study the inductive properties of fixed point sets of some mappings on chain-complete posets.
