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RISAn improved regula falsi method for finding simple zeros of nonlinear equations
An improved regula falsi (IRF) method based on classic regula falsi
(RF) method is proposed in this paper. The method is verified on a
number of test examples and numerical results confirm that the ...
A Hybrid of the Newton-GMRES and Electromagnetic Meta-Heuristic Methods for Solving Systems of Nonlinear Equations
Solving systems of nonlinear equations is perhaps one of the most difficult problems in all numerical computation. Although numerous methods have been developed to attack this class of numerical problems, one of the simplest and oldest methods...
A new method for solving a system of the nonlinear equations
In this paper we use measure theory in the discrete case to solve a wide range of the
nonlinear equations systems. First, by defining an error function, we transform the
problem to an optimal control problem in discrete case. The new...
Inductor-less bandwidth-extension technique applied to CMOS differential trans-impedance amplifier
Controlling Fermi level in single layer graphene QHE device for resistance standard
Regularity and stochastic homogenization of fully nonlinear equations without uniform ellipticity
SOLVING A SYSTEM OF THE NONLINEAR EQUATIONS BY ITERATIVE DYNAMIC PROGRAMMING
Abstract. In this paper we use iterative dynamic programming in the discrete
case to solve a wide range of the nonlinear equations systems. First,
by defining an error function, we transform the problem to an optimal control...
A family of predictor-corrector methods based on weight combination of quadratures for solving nonlinear equations
In this paper, we propose and analyze some new predictor-corrector methods for
solving nonlinear equations using the weight combination of mid-point, Trapezoidal and Simpson
quadrature formulas. We prove that these new methods...