Muller Boundary Integral Equations for Solving Generalized Complex-Frequency Eigenvalue Problem the generalizedcomplex-frequency eigenvalue
problem and the eigenvalue problemfor the Muller boundary integral equations
Some methods of solving the NP-difficult problem of optimal schedule for the university number of complex shape constraints. At present, there are no universal methods for
solving such
problems Solving Barcilon's inverse problems by the method of spectral mappingsIn this paper, we consider Barcilon's inverse
problem, which consists in the recovery of the fourth
Application of the Chebyshev collocation method to solve boundary value problems of heat conduction, a combined approach is used, dividing the original
problem into two subproblems. The first of them
Technique for teaching parallel programming via solving a computational electrodynamics problems© 2019, Springer Nature Switzerland AG. Three-dimensional
problems of computational electrodynamics
Stabilization of first integrals in optimal control problemThe paper considers methods for
solving the variational
problem of implementing control