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Browsing by Author George S.
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Showing results 7 to 26 of 36
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Issue Date
Title
Author(s)
Supervisor(s)
2020
COMPARISON BETWEEN SOME SIXTH CONVERGENCE ORDER SOLVERS UNDER THE SAME SET OF CRITERIA
Argyros I.K.
;
George S.

2020
Convergence analysis for a fast class of multistep chebyshevhalleytype methods under weak conditions
Argyros I.K.
;
George S.

2021
Convergence Analysis of a FifthOrder Iterative Method Using Recurrence Relations and Conditions on the First Derivative
George S.
;
Argyros I.K.
;
Jidesh P.
;
Mahapatra M.
;
Saeed M.

2020
Convergence analysis of some iterative methods using tangentiallike conditions
Argyros I.K.
;
George S.

2019
Convergence for variants of chebyshevhalley methods using restricted convergence domains
Argyros I.K.
;
George S.

2019
Convergence for variants of chebyshevhalley methods using restricted convergence domains
Argyros I.K.
;
George S.

2021
Derivative Free Iterative Scheme for Monotone Nonlinear Illposed HammersteinType Equations
Erappa S.M.
;
George S.

2019
Developments on the convergence region of newtonlike methods with generalized inverses in banach spaces
Argyros I.K.
;
George S.

2020
Direct comparison between two third convergence order schemes for solving equations
Regmi S.
;
Argyros I.K.
;
George S.

2021
Extended Convergence Of A TwoStepSecantType Method Under A Restricted Convergence Domain
Argyros I.K.
;
George S.

2019
Extended convergence of kingwernerlike methods without derivatives
Argyros I.K.
;
George S.

2020
Extending the applicability of an UlmNewtonlike method under generalized conditions in Banach space
Argyros I.K.
;
George S.

2020
Extending the applicability of newton’s algorithm with projections for solving generalized equations
Argyros M.I.
;
Argyros G.I.
;
Argyros I.K.
;
Regmi S.
;
George S.

2020
Extending the applicability of Newton’s and secant methods under regular smoothness
Argyros I.K.
;
George S.
;
Erappa S.M.

2020
Extensions of kantorovichtype theorems for Newton's method
Argyros I.K.
;
George S.
;
Sahu D.R.

2021
Fractional Tikhonov regularization method in Hilbert scales
Mekoth C.
;
George S.
;
Jidesh P.

2019
Improved qualitative analysis for newtonlike methods with rorder of convergence at least three in banach spaces
Argyros I.K.
;
George S.

2020
Improving the radius of convergence for the traub’s method for multiple roots
Argyros I.K.
;
George S.

2020
An inverse free broyden’s method for solving equations
Argyros I.K.
;
George S.

2020
Local comparison between two ninth convergence order algorithms for equations
Regmi S.
;
Argyros I.K.
;
George S.
