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2020•Carpathian Journal of MathematicsOpen access

Attractive points of monotone further generalized hybrid mappings

Mujahid Abbas, Hira Iqbal, Safeer Hussain Khan

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Abstract

The aim of this paper is to introduce monotone further generalized mappings in a Hilbert space with partial order and study the existence and approximation results leading to attractive points for such mappings. Moreover, a numerical example is given to support our results and comparative study of the iterative processes has been done along with general discussion.

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What this paper is about

The aim of this paper is to introduce monotone further generalized mappings in a Hilbert space with partial order and study the existence and approximation results leading to attractive points for such mappings. Moreover, a numerical example is given to support our results and comparative study of the iterative processes has been done along with general discussion.

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Available abstract

The aim of this paper is to introduce monotone further generalized mappings in a Hilbert space with partial order and study the existence and approximation results leading to attractive points for such mappings. Moreover, a numerical example is given to support our results and comparative study of the iterative processes has been done along with general discussion.

Key concepts: Monotone polygon, Hilbert space, Mathematics, Applied mathematics, Order (exchange), Space (punctuation), Pure mathematics, Computer science

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