The kind of split equality feasibility problems (1.2) allows asymmetric and partial relations between the variables x and y.
The alternatives are distinguished by the kind of analysis problem feasibility that is maintained at each optimization iteration.
This article presents a first-of-a-kind feasibility study of a series of technology options with rotary regenerative gas/gas heat exchangers for the management of the water balance around post-combustion carbon capture process integrated with CCGT (Combined Cycle Gas Turbine) plants with and without EGR (exhaust gas recirculation).
Whereas the first record of the year 1957 reported on the search for a beneficial utilization of nuclear waste, the year's last record was about a different kind of technological pursuit: "the feasibility of injecting radioactive wastes into the ground without contaminating drinking water or creating other health hazards".
Additionally, the results presented here established that remote memory is amenable to this kind of approach and demonstrated the feasibility of the novel screen that we developed.
Main objectives were the assessment of the acceptance of the AGnES-concept by the participating GPs, patients, and AGnES-practice assistants, the kind of delegated tasks, and the feasibility of home telecare in a GP-practice.
Therefore, the lightweight design without considering this kind of tolerance may result in the loss of feasibility and reliability in engineering application.
Very recently, Eslamian and Latif [14] and Chen et al. [15] introduced and studied some kinds of general split feasibility problem and split equality problem in real Hilbert spaces, and under suitable conditions some strong convergence theorems are proved.
More recently, Eslamian and Latif [13], Chen et al. [14], Chuang [15] and Chang and Wang [16] introduced and studied some kinds of general split feasibility problem, general split equality problem, and split variational inclusion problem in real Hilbert spaces.
Many authors have proposed some useful methods to solve some kinds of general split feasibility problems and general split equality problems in real Hilbert spaces, and under suitable conditions some strong convergence theorems have been proved; see, for instance, [17 19] and the references therein.
