References
- Numerische Mathematik v.45 A class of direct methods for linear equations J. Abaffy;C.G. Broyden;E. Spedicato
- Numerische Mathematik v.51 The local convergence of ABS methods for non-lonear algebraic equations J. Abaffy;A. Galantai;E. Spedicato
- ABS Projection Algorithms: Mathematical Techniques for Linear and Nonlinear Equations J. Abaffy;E. Spedicato
- OMS v.4 The global convergence of the ABS methods for a class of nonlinear problems A. Galantai
- QDMSIA v.40 no.99 Perturbation theory for full rank factorizations A. Galantai
- Computing v.40 A relation between Newton and Gauss-Newton steps for Singular nolinear equations A. Hoy
- Computing v.41 An efficiently implementableGauss-Newton-like method for solving singular nonlinear equations A. Hoy
- Lectures in Applied Mathematics v.26 Some superlinearly convergent methods for solving singular nonlinear equations A. Hoy;H. Schwetlick
- J. of Numer. Math. of Chinese Universities v.13 no.1 Modified ABS methods for nonlinear systems without evaluating Jacobian matrices Z. Huang
- Optimization Methods and Software v.8 ABS algorithms from Luoyang to Beijing E. Spedicato
- To appear Twenty years of ABS algorithms: a bibliography E. Spedicato
- Numerical Linear Algebra with Applications v.13 A calss of difference ABS-type algorithms for a nonlinear system of equations E. Spedicato;Z. Chen;N. Deng
- QDMSIA v.33 no.96 A new nonlinear ABS-type algorithm and its conver-gence property E. Spedicato;Z. Chen;N. Deng
- QDMSIA v.5 Numerial ezperience with Newton-like methods for nonlinear algebraic equations E. Spedicato;Z. Huang
- Korean J. Comput. & Appl.Math v.9 no.1 An ABS algorithm for solving sigular nonlinear systems with rank one defect Rendong Ge;Zunquan Xia