Santhosh George profile image
Santhosh George Prof. Dr. National Institute of Technology Karnataka
Publication 7 Review 0 CrossRef Cited 3
7 Publication
0 Review
3 CrossRef Cited
0000-0002-3530-5539

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Institution

National Institute of Technology Karnataka

Popular Publications

On an iterative method without inverses of derivatives for solving equations
Authors: Santhosh George , İ. K Argyros
Published: 2020 , Advances in the Theory of Nonlinear Analysis and its Application
DOI: 10.31197/atnaa.624777
CITED 1 FAVORITE 1 TOTAL DOWNLOAD COUNT 704

1

1

704

Publications

Ball analysis for an efficient sixth convergence order scheme under weaker conditions
Authors: Ioannis K Argyros, Santhosh George
Published: 2021 , Advances in the Theory of Nonlinear Analysis and its Application
DOI: 10.31197/atnaa.746959
FAVORITE 0 TOTAL DOWNLOAD COUNT 501

0

501

On an iterative method without inverses of derivatives for solving equations
Authors: Santhosh George , İ. K Argyros
Published: 2020 , Advances in the Theory of Nonlinear Analysis and its Application
DOI: 10.31197/atnaa.624777
FAVORITE 1 TOTAL DOWNLOAD COUNT 704

1

704

Local comparison of two sixth order solvers using only the first derivative
Authors: Santhosh George , İoannis K Argyros
Published: 2019 , Advances in the Theory of Nonlinear Analysis and its Application
DOI: 10.31197/atnaa.581855
FAVORITE 0 TOTAL DOWNLOAD COUNT 699

0

699

Extending the Applicability of a Newton-Kurchatov-Type Method for Solving Non-Differentiable Equations in Banach Spaces
Authors: İoannis K Argyros, Santhosh George
Published: 2019 , Communications in Advanced Mathematical Sciences
DOI: 10.33434/cams.507917
FAVORITE 0 TOTAL DOWNLOAD COUNT 648

0

648

Extended Semi-Local Convergence of Newton's Method using the Center Lipschitz Condition and the Restricted Convergence Domain
Authors: IIoannis K Argyros, Santhosh George
Published: 2019 , Fundamental Journal of Mathematics and Applications
DOI: 10.33401/fujma.503716
FAVORITE 0 TOTAL DOWNLOAD COUNT 607

0

607

Improved semi-local convergence of the Gauss-Newton method for systems of equations
Authors: İoannis K Argyros, Santhosh George
Published: 2018 , Journal of Mathematical Sciences and Modelling
DOI: 10.33187/jmsm.432191
FAVORITE 0 TOTAL DOWNLOAD COUNT 690

0

690

Local convergence for a Chebyshev-type method in Banach space free of derivatives
Authors: Santhosh George , Ioannis K Argyros
Published: 2018 , Advances in the Theory of Nonlinear Analysis and its Application
DOI: 10.31197/atnaa.400459
FAVORITE 0 TOTAL DOWNLOAD COUNT 708

0

708

Articles published in
Advances in the Theory of Nonlinear Analysis and its Application
Advances in the Theory of Nonlinear Analysis and its Application
Communications in Advanced Mathematical Sciences
Communications in Advanced Mathematical Sciences
Fundamental Journal of Mathematics and Applications
Fundamental Journal of Mathematics and Applications
Journal of Mathematical Sciences and Modelling
Journal of Mathematical Sciences and Modelling
User doesn't have any peer review duties on DergiPark.

Publications

Ball analysis for an efficient sixth convergence order scheme under weaker conditions
Authors: Ioannis K Argyros, Santhosh George
Published: 2021 , Advances in the Theory of Nonlinear Analysis and its Application
DOI: 10.31197/atnaa.746959
CITED 1 FAVORITE 0 TOTAL DOWNLOAD COUNT 501

1

0

501

On an iterative method without inverses of derivatives for solving equations
Authors: Santhosh George , İ. K Argyros
Published: 2020 , Advances in the Theory of Nonlinear Analysis and its Application
DOI: 10.31197/atnaa.624777
CITED 1 FAVORITE 1 TOTAL DOWNLOAD COUNT 704

1

1

704

Local convergence for a Chebyshev-type method in Banach space free of derivatives
Authors: Santhosh George , Ioannis K Argyros
Published: 2018 , Advances in the Theory of Nonlinear Analysis and its Application
DOI: 10.31197/atnaa.400459
CITED 1 FAVORITE 0 TOTAL DOWNLOAD COUNT 708

1

0

708

Popular Publications: It is determined automatically by the researchers doing research in DergiPark according to the statistics of being added to the favorites. CrossRef Cited: The citations shown in DergiPark are drawn from CrossRef. For this, the cited and cited articles must be registered in CrossRef (DOI number). ^: Citation numbers are reflected in the system by DergiPark at certain periods.
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