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To avoid an infinite number of necessary conditions in the frame of classical solvability, we give a notion of a generalized solution to problem PK which can have some singularity at the point O.
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In this article, we extend these concepts to multi-valued mappings and obtain coupled coincidence points and common coupled fixed point theorems involving hybrid pair of single valued and multi-valued maps satisfying generalized contractive conditions in the frame work of a complete metric space.
The kinetics of the β⇒α+β transformation were modelled under isothermal conditions in the theoretical frame of the Johnson Mehl Avrami (JMA) theory.
The aim of this paper is to obtain fixed point theorems involving hybrid pairs of single-valued and multivalued owc maps satisfying a generalized contractive condition in the frame work of a symmetric space.
All these harsh conditions will happen more and more in the frame of automotive, medical and avionic applications.
The purpose of this study was to determine the effective operating parameters and the optimum operating conditions of a batch saponification process in the frame of the process improvement.
The basic idea of the method stems from the observation that, due to the no-slip condition, in the reference frame of each particle, the velocity near the particle boundary is very small so that the Stokes equations constitute an excellent approximation to the full Navier Stokes problem.
The beam bending slope boundary condition obtained in the frame work of variational principle is different from the well-known average condition.
We compared movements in which the frames of reference were aligned (unperturbed condition) with movements performed under different combinations of visual/kinesthetic dynamic perturbations.
Release of 177LuIII from the complexes was not observed under the respective experimental conditions in the examined time frame.
It does appear that the owner, Roman Abramovich, is in the right frame of mind and the correct financial condition to spend heavily.
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