[PDF] Top 20 On the Rate of Convergence of Some New Modified Iterative Schemes

... new modified Ishikawa converges for all values of a and b converges faster than Ishikawa iteration for corre- sponding values of a, b. Also it converges at lesser step as a and b both approaches one but not ... See full document

... their rate of ...[10]-[14]. Some iterations were introduced to study the fixed points of the ...Furthermore, some authors [6] compared the rate of convergence for some ... See full document

... a new iteration method for approximating fixed points of a class of weak contractions in a Banach space and then prove strong convergence theorem of the proposed method under some control ...give ... See full document

... al. iterative scheme can have better convergence rate than the other iterative ...polynomial, convergence rate of all iterative schemes increase ... See full document

... In [9], Qing and Rhoades , by taking a counter example , showed that the Ishikawa iteration process is faster than the Mann iteration process for Zamfirescu operators.. Thus , Theorem in[r] ... See full document

... introduced iterative processes whose rate of convergence are faster than that of the Normal ...the rate of convergence of the Picard Normal S-iteration process is faster than the Normal ... See full document

... three new preconditioners and studied the convergence rates of the new preconditioned AOR methods for solving linear system ...the new preconditioned AOR methods are better than those proposed ... See full document

... Mortici, C: Optimizing the rate of convergence in some new classes of sequences convergent to Euler’s constant.. Mortici, C: A quicker convergence toward the gamma constant with the loga[r] ... See full document

... ----(5.5) The values of y t x   i ,  p  , t  x i ,  l   can also be approximated by y i j , with the use of the relationship between the Lagrange interpolation polynomials associate with the Legendre collocation ... See full document

... strong convergence theorem of the three step iterative process for the class of weak contraction mappings in Banach ...the new process converges faster than all of Mann iterative process, ... See full document

... introduce some new iterative schemes based on the Wiener-Hopf equation technique and auxiliary principle for finding common elements of the set of solutions of equilibrium problems, the set of ... See full document

... a new iterative scheme, containing Mann and Ishikawa iterative schemes, for asymptotically nonexpansive mappings on a 2-uniformly convex hyperbolic space is ... See full document

... another new alternate direction iterative scheme is obtained. Then some convergence results are established for the two alternate direction iterative schemes and a numerical ... See full document

... (EDG) iterative methods were found more superior than common existing methods based on the centered five-point difference schemes for solving two dimensional Burgers' ...the new formulation of the ... See full document

... strong convergence results for a modified Mann iterative process for a new class of I- nearly weak uniformly L− Lipschitzian mappings in a real Banach ...include some very recent ... See full document

... obtained some fixed point theorems for some different classes of ...two modified doubly Mann iterations are proved to have strong ...weak convergence theorems for Mann’s doubly sequence ... See full document

... the convergence of iterative learning control for some fractional ...of convergence for the open P-type and the close P-type iterative learning ...give some examples to ... See full document

... Recently, the classical variational inequality (1.2) and fixed point problem of nonexpansive mappings have received rapid development, see, for example, [1-17] and the references therein. In this paper, we consider a ... See full document

... An examination of the experiments designed to include both methods of varying the seed rate showed that, for a unit increase in the seed rate, a larger increase of total yield may be exp[r] ... See full document

... the convergence condi- tions of the iterative schemes for quasi-nonexpansive and asymptotically quasi-nonex- pansive mappings in Banach spaces, by using Theorem 13, we prove some ... See full document