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On the Stability of the Time Delay Telegraph Equation with Neumann Condition with Neumann condition. Stability estimates for the solution of this problem are obtained. A first order
Stability analysis of gravity-driven infiltrating flowStability analysis of gravity-driven unsaturated flow is examined for the general case of Darcian
Critical solutions of nonlinear equations: local attraction for Newton-type methods-isolated solutions, including the Levenberg–Marquardt and the LP-Newton methods for equations, and the stabilized
Conditional stability of a solution of a difference scheme for an ill-posed Cauchy problem Carleman type estimates. Stability conditions for solutions of two-layer difference schemes are used
The radiation instability in modified gravity formal series expansions and show that the resulting solutions have a smaller number of arbitrary
Critical solutions of nonlinear equations: stability issues. This special subset of Lagrange multipliers defines, to a great extent, stability pattern of the solution
Structure, stability and dynamics of multidimensional solitons in plasmaThe formation, structure, stability and dynamics of the multidimensional solitons forming
Subspace-stabilized sequential quadratic programmingThe stabilized sequential quadratic programming (SQP) method has nice local convergence properties
Application of generalized Helmholtz conditions to nonlinear stabilization functionBaumgarte's stabilization method is applied to achieve stability in inverse dynamical problem
On the stability of the telegraph equation with time delay is considered. The main theorem on stability estimates for the solution of this problem is established. As a
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