The phrase "analysis of solving" is not correct and does not convey a clear meaning in written English.
It may be intended to refer to the examination or study of problem-solving methods or processes, but it lacks clarity.
Example: "The analysis of solving complex mathematical problems requires a deep understanding of various techniques."
Alternatives: "study of problem-solving" or "examination of solutions".
Circuit analysis consists of solving the transfer function of a circuit, such as the open-circuit voltage gain and the short-circuit current gain, through which the performance of the circuit can be analyzed.
Moreover, the proposed analysis is capable of solving slender columns under biaxial bending through a developed computer program.
Sparse modeling is a form of statistical analysis for solving a problem by introducing the sparsity of the solution as a priori information.
This paper presents a study of interval analysis for solving cold-standby system reliability optimization problems with considering parameter uncertainty.
Like other Gestalt psychologists, Köhler was strongly opposed to associationist interpretations of psychological phenomena, and he argued that Thorndike's analysis of problem solving in terms of associations between stimuli and responses was wholly inadequate.
By design techniques, passive orientation means and microgravity platforms comparative analysis of problem solving means alternative methods with the proposed one has been performed.
Convergence analysis for the algorithm of solving a nonlinear set-valued inclusions problem and existence analysis of solution for the nonlinear set-valued inclusions problem are explored along with some results on the resolvent operator corresponding to -accretive mapping due to Lan et al. in Banach space.
Convergence analysis for the algorithm of solving a nonlinear set-valued inclusions problem and existence analysis of solution for the nonlinear set-valued inclusions problem are explored along with some results on the resolvent operator corresponding to -accretive mapping due to Lan-Cho-Verma in Banach space.
Convergence analysis for the algorithm of solving the nonlinear set-valued inclusions system and existence analysis of solution for the system are explored along with some results on the resolvent operator corresponding to the ( A, η ) -accretive mapping in a Banach space.
Convergence analysis for the algorithm of solving a fuzzy nonlinear set-valued inclusions problem and existence analysis of a solution for the problem are explored along with some results on the resolvent operator corresponding to an ( A, η ) -accretive mapping due to Lan et al. [8].
