List of Articles Hamid Sahebi

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  1 - Nonlinear Viscosity Algorithm with Perturbation for Nonexpansive Multi-Valued Mappings
  Hamid Sahebi
  20.1001.1.25382217.2020.14.1.1.3
  In this paper, based on viscosity technique with perturbation, we introduce a new non-linear viscosity algorithm for finding a element of the set of fixed points of nonexpansivemulti-valued mappings in a Hilbert space. We derive a strong convergence theorem for thisnew More

  In this paper, based on viscosity technique with perturbation, we introduce a new non-linear viscosity algorithm for finding a element of the set of fixed points of nonexpansivemulti-valued mappings in a Hilbert space. We derive a strong convergence theorem for thisnew algorithm under appropriate assumptions. Moreover, in support of our results, somenumerical examples (using Matlab software) are also presented. Manuscript profile
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  2 - A Nonliear Optimal Control Model for a generator System
  Hamid Sahebi S. Ebrahimi Stojan Radenovic
  20.1001.1.25382217.2022.16.1.9.5
  In this article, we apply this new method for solving an engineering system withinitial and boundary conditions and integral criterion, and we will use dynamicprogramming as iteration for solving model.

  In this article, we apply this new method for solving an engineering system withinitial and boundary conditions and integral criterion, and we will use dynamicprogramming as iteration for solving model. Manuscript profile
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  3 - An Explicit Midpoint Algorithm for Nonexpansive Semigroup in smooth Banach Spaces
  Hamid Sahebi Andreea Fulga
  20.1001.1.25382217.2021.15.1.12.1
  In this paper, we introduce a new iterative midpoint rule for finding a solutionof fixed point problem for a non-expansive semigroup in smooth Banach spaces. Weestablish a strong convergence theorem for the sequences generated by our proposediterative scheme. A numerica More

  In this paper, we introduce a new iterative midpoint rule for finding a solutionof fixed point problem for a non-expansive semigroup in smooth Banach spaces. Weestablish a strong convergence theorem for the sequences generated by our proposediterative scheme. A numerical example present to illustrate the convergenceresult. Our results improve and extend the corresponding results in the literature. Manuscript profile
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  4 - A strong convergence for the general equilibrium system
  Hamid Sahebi Stojan Radenovic
  20.1001.1.25382217.2021.15.2.12.3
  We suggest a new viscosity iterative scheme for finding a common element of theset of solutions of the general equilibrium problem system (GEPS) and the set ofall common fixed points of two non-commutative non-expansive self mappings in theframework of a real Hilbert sp More

  We suggest a new viscosity iterative scheme for finding a common element of theset of solutions of the general equilibrium problem system (GEPS) and the set ofall common fixed points of two non-commutative non-expansive self mappings in theframework of a real Hilbert space. The results in the paper generalize and improvesome well-known results in Jankaew et al.[2] and many others. Moreover, we presenta numerical example (by using Maple software) to grantee the main result of thispaper. Manuscript profile
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  5 - A Convergence Theorem for Two Nonexpansive map in CAT(0) spaces
  Hamid Sahebi Stojan Radenovic
  20.1001.1.25382217.2020.14.2.8.2
  In this paper, we introduce a new iterative process for two nonexpansive mapsatisfying the condition (II) in CAT(0) space and establish \Delta-convergence theoremfor the proposed process under condition.

  In this paper, we introduce a new iterative process for two nonexpansive mapsatisfying the condition (II) in CAT(0) space and establish \Delta-convergence theoremfor the proposed process under condition. Manuscript profile
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  6 - A Strong Convergence Process for Multi-valued Quasi Nonexpansive Mappings in CAT(0) spaces
  Hamid Sahebi Stojan Radenovic
  20.1001.1.25382217.2021.15.1.7.6
  A new iterative is proposed for finding a common fixed points of multi-valuedquasi nonexpansive mappings and the strong convergence the scheme is proved inCAT(0) spaces. The strong convergence theorem for hemicompact map shown isalso.

  A new iterative is proposed for finding a common fixed points of multi-valuedquasi nonexpansive mappings and the strong convergence the scheme is proved inCAT(0) spaces. The strong convergence theorem for hemicompact map shown isalso. Manuscript profile
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  7 - An Algorithm for Approximating Fixed Points Generalized Double Midpoint Rule
  Hamid Sahebi
  20.1001.1.25382217.2022.16.2.9.7
  In this paper we introduce a new nonlinear algorithm for approximating xed points ofdouble midpoint rule on a nonempty, closed and convex subset of real Hilbert spaces. Undersome specic assumption imposed on the control parameters, we prove a strong convergencetheorem More

  In this paper we introduce a new nonlinear algorithm for approximating xed points ofdouble midpoint rule on a nonempty, closed and convex subset of real Hilbert spaces. Undersome specic assumption imposed on the control parameters, we prove a strong convergencetheorem. In this manner, we provide some numerical examples to illustrate our main resultand to display the eciency of the proposed algorithm. Manuscript profile