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Title
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Some results about fixed points in complete metric space of zero at infinity varieties
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Type
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Presentation
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Keywords
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variety, zero at infinity variety, contraction map, Lipschitzian map and Fixed point
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Abstract
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In [5], contraction mappings in metric spaces have been covered, and some theorems about fixed points of these mappings have been proved. It is shown that the space of varieties L is a complete metric space. In this paper, it is proved that the space of all zero at infinity varieties L0 as a subspace of L is also a complete metric space. Also, some results and examples about Lipschitzian and contraction mappings in the complete metric space of zero at infinity varieties will be raised.
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Researchers
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(Third Researcher), Mohammad Moosaei (Second Researcher), Ghorban Khlilzadeh Ranjbar (First Researcher)
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