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Soft isomorphism for digital images and computational topological applications
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Abstract
In this paper the concept of soft continuity is focused on for digital images by using soft sets which is defined on κ - adjacent digital images. Also the definitions of digital soft isomorphism and digital soft retraction are given. Some theorems are obtained deal with soft isomorphism and soft retraction for digital images and some numerical examples are presented in dimension 2. Finally digital soft retraction is obtained as a soft topological invariant.
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On some new operations in soft set theory
M. Ali, Feng Feng, Xiaoyan Liu … (2009)