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Recently Ojha and Mishra [28] discussed an application of a fixed point theorem for s-convex function.
They also discussed an application of their result by investigating the existence and uniqueness of solution for a periodic boundary value problem.
They proved classical coupled fixed point theorems for mappings satisfying the mixed monotone property and also discussed an application of their result by investigating the existence and uniqueness of a solution of the periodic boundary value problem.
Brooks et al. [ 5] discussed an application of this model to the situation of hospital insurer bargaining.
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In this section, we discuss an application to Thomas Fermi Theory.
We discuss an application to harmonic spherical functions.
We also discuss an application to reflector antennae design problem.
We discuss an application to obtain confidence intervals for the Winsorized mean of a RSS.
At the end of this paper, let us discuss an application of Jensen's inequality for monetary utility functions.
In this work, we discuss an application of standard (homomorphic) encryption to the problem of data processing in privacy.
We also discuss an application of this problem in the context of locating traffic sensors in a highway network.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com