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References in periodicals archive ?
Third-order three-point boundary value problems for ordinary differential equations are an important and actual field of research since they appear in physics, engineering and in various branches of applied mathematics, and as a consequence, have generated a lot of interest over the years.
In this paper, we continue the study on (p, q) boundary value problems, by considering the following second-order quantum (p, q)-difference equation with separated boundary conditions
Consider the process of solving boundaryvalue problems using RBFNs using an example of the boundary value problem, given in the following operator form:
The Boundary Value Problem in the Convex and Convex-Concave Case with 0 < [beta] < 1
Cui, "The convergence analysis and error estimation for unique solution of a p-Laplacian fractional differential equation with singular decreasing nonlinearity," Boundary Value Problems, vol.
They showed that only if [alpha] < p - 1, the usual boundary value condition (3) can be imposed; while [alpha] [greater than or equal to] p - 1, the uniqueness of the solution can be proved without any boundary value condition.
The discretized boundary value problems sometimes have spurious solutions that are not reasonable approximate solutions to the original equation.
Nonlocal boundary value problems have also been studied extensively in the literature [7] such as the problem arising in hydrodynamics, transonic gas dynamics [8] and boundary control problem for vibrations of a string [9].
by deriving Lyapunov type inequality and disconjugacy criterion for the following associated homogenous boundary value problem
These second-order boundary value problems are encountered in several areas of engineering and applied sciences such as celestial mechanics, circuit theory, astrophysics, chemical kinetics, and biology.
In [19], Asif and Khan addressed the question of the existence of coupled four-point boundary value conditions
There is even less evidence of automated test case generation related to non-functional system attributes such as Boundary Value Analysis and Testing specifically to satisfy ISO 26262.