Common Fixed Points of a Subfamily of a Nonexpansive Periodic Evolution Family on a Strictly Convex Banach Space

Gul Rahmat; Tariq Shah; Muhammad Sarwar; Hassen Aydi; Habes Alsamir

doi:10.1155/2021/6668305

Common Fixed Points of a Subfamily of a Nonexpansive Periodic Evolution Family on a Strictly Convex Banach Space

Gul Rahmat, Tariq Shah, Muhammad Sarwar, Hassen Aydi, Habes Alsamir^*

^*Corresponding author for this work

Research output: Contribution to journal › Article › peer-review

2 Citations (Scopus)

Abstract

In this study, we establish some results for strong convergence of a sequence to a common fixed point of a subfamily of a nonexpansive and periodic evolution family of bounded linear operators acting on a closed and bounded subset J of a strictly convex Banach space X. In fact, we generalized the results from semigroups of the operator to an evolution family of operators.

Original language	English
Article number	6668305
Journal	Journal of Mathematics
Volume	2021
DOIs	https://doi.org/10.1155/2021/6668305
Publication status	Published - 2021
Externally published	Yes

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title = "Common Fixed Points of a Subfamily of a Nonexpansive Periodic Evolution Family on a Strictly Convex Banach Space",

abstract = "In this study, we establish some results for strong convergence of a sequence to a common fixed point of a subfamily of a nonexpansive and periodic evolution family of bounded linear operators acting on a closed and bounded subset J of a strictly convex Banach space X. In fact, we generalized the results from semigroups of the operator to an evolution family of operators.",

author = "Gul Rahmat and Tariq Shah and Muhammad Sarwar and Hassen Aydi and Habes Alsamir",

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AU - Rahmat, Gul

AU - Shah, Tariq

AU - Sarwar, Muhammad

AU - Aydi, Hassen

AU - Alsamir, Habes

PY - 2021

Y1 - 2021

N2 - In this study, we establish some results for strong convergence of a sequence to a common fixed point of a subfamily of a nonexpansive and periodic evolution family of bounded linear operators acting on a closed and bounded subset J of a strictly convex Banach space X. In fact, we generalized the results from semigroups of the operator to an evolution family of operators.

AB - In this study, we establish some results for strong convergence of a sequence to a common fixed point of a subfamily of a nonexpansive and periodic evolution family of bounded linear operators acting on a closed and bounded subset J of a strictly convex Banach space X. In fact, we generalized the results from semigroups of the operator to an evolution family of operators.

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DO - 10.1155/2021/6668305

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AN - SCOPUS:85113967970

SN - 2314-4629

VL - 2021

JO - Journal of Mathematics

JF - Journal of Mathematics

M1 - 6668305

ER -

Common Fixed Points of a Subfamily of a Nonexpansive Periodic Evolution Family on a Strictly Convex Banach Space

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