Tangent Methods for Nonlinear Equations.
The best argument for the parametric continuation of solutions of differential-algebraic equations.
The best constant for Carleman's inequality of finite type.
The column-updating method for solving nonlinear equations in Hilbert space
The Cubic Revisited.
The Effect of Quadrature Errors in the Numerical Solution of Two-Dimensional Boundary Value Problems by Variational Techniques (Short Communication)
The Effect of Quadrature Errors in the Numerical Solution of Two-Dimensional Boundary Value Problems by Variational Techniques
The elimination of quantities and the solving of systems of transcendent equations by means of differential equations
The Haar Condition and Multiplicity of Zeros.
The link between Schröder's iteration methods of the first and second kind.
The Local Convergence of ABS Methods for Nonlinear Algebraic Equations.
The maximum number of real roots of a multihomogeneous system of polynomial equations.
The new iteration methods for solving absolute value equations
Many problems in operations research, management science, and engineering fields lead to the solution of absolute value equations. In this study, we propose two new iteration methods for solving absolute value equations , where is an -matrix or strictly diagonally dominant matrix, and is an unknown solution vector. Furthermore, we discuss the convergence of the proposed two methods under suitable assumptions. Numerical experiments are given to verify the feasibility, robustness and effectiveness...
The Numerical Solution of a Periodic Parabolic Problem Subject to a Nonlinear Boundary Condition. II.
The Random Product Homotopy and Deficient Polynomial Systems.
The strength of nonstationary iteration.
Trace inequalities for Carnot-Carathéodory spaces and applications
Truncation Error Analysis by Means of Approximant Systems and Inclusion Regions.
Two-level nonlinear elimination based preconditioners for inexact Newton methods with application in shocked duct flow calculation.