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The aim of this paper is to present some fixed point theorems for single-valued operators in b-metric spaces with applications to a system of integral equations.
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An example application to a system other than a charged particle beam is discussed.
Moreover, some examples and an application to a system of integral equations are given here to illustrate the usability of the obtained results.
The application to a system with 144 components demonstrates that the optimal lumping problem can be efficiently solved with a stochastic optimization method, Tabu Search TSS) algorithm.
This paper focuses on the development of a suitable Fault Detection and Isolation (FDI) strategy for application to a system of inter-connected and distributed systems, as a basis for a fault-tolerant Network Control System (NCS) problem.
Direct simulations on test equations along with applications to a morphogen system in two-dimensions and an intra-cellular signaling system in three-dimensions demonstrate an excellent efficiency of the new approach.
Applications to a mechanical system and power networks demonstrate the effectiveness of the approach.
Practical applications to a rail/pad/sleeper system on its ballast and roadbed are foreseen.
Moreover, applications to a more general system of variational inequalities, the constrained convex minimization problem and K-mapping are included.
Applications to a more general system of variational inequalities, the constrained convex minimization problem, and the K-mapping are presented in Section 4.
The bill changes the method for determining the priority of patent applications to a "first to file" system from the long-standing "first to invent" method.
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