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Strong convergence of the proposed method is established under suitable control conditions.
They also obtained that a sequence defined by (1.8) converges weakly to a fixed point of under suitable control conditions.
(1.3) They proved that the sequence ({x_{n}}) converged strongly to a fixed point of T under suitable control conditions of parameters.
They also obtained that a modified Mann iterative process {x n } converges weakly to a fixed point of T under suitable control conditions.
We prove that (I - T) is demiclosed at 0 and obtain a weak convergence theorem of the modified Mann's algorithm for T under suitable control conditions.
It is shown that the sequence generated by the proposed iterative scheme converges strongly to a common element of the above three sets under suitable control conditions, which solves a certain optimization problem.
Similar(54)
The strong convergence theorem of the proposed method is established under some suitable control conditions.
Strong convergence of the proposed algorithm is obtained under some suitable control conditions.
They proved, under some suitable control conditions, that ({x_{n}}) converges weakly to a point (x^{ast}) in the solution set of problem (1.5).
Stroboscopic and impact maps are used to select the suitable control parameters under which stable single-impact periodic responses are reached.
But it is difficult to choose suitable control parameters to ensure system stability under different conditions.
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