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The set of solutions of (1.1) is denoted by EP ( F ). Equilibrium problems theory has emerged as an interesting and fascinating branch of applicable mathematics.
It is natural to consider boundary value problems theory for Helmholtz equations and modified Helmholtz equations in higher dimensions, for instance, Riemann type problems, Dirichlet type problems, and so on.
Equilibrium problems theory provides us with a unified, natural, novel and general framework to study a wide class of problems, which arise in finance, economics, network analysis, transportation and optimization.
Equilibrium problems theory provides us a natural, novel and unified framework to study a wide class of problems arising in economics, finance, transportation, network and structural analysis, elasticity and optimization.
Equilibrium problems theory provides us with a unified, natural, innovative, and general framework to study a wide class of problems arising in finance, economics, network analysis, transportation, elasticity, and optimization.
The study aimed to examine the factors influencing referral to rehabilitation following traumatic brain injury (TBI) by using social problems theory as a conceptual model to focus on practitioners and the process of decision-making in two Australian hospitals.
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Inverse Problem theory is extracting information from indirect measurements.
Some aspects of the inverse problem theory for non-selfadjoint Sturm-Liouville operators were studied in [10 14] and other papers.
A method based on inverse problem theory for estimating the viscosity and composition of oil-water emulsions is proposed.
In step 1 we have specified the problem and defined our problem theory.
EMPLOYEES who invest in their company's shares solve two problems, in theory.
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