MOD Natural Neutrosophic Subset Topological Spaces and Kakutani s Theorem is popular PDF and ePub book, written by W. B. Vasantha Kandasamy in 2024-09-22, it is a fantastic choice for those who relish reading online the Uncategoriezed genre. Let's immerse ourselves in this engaging Uncategoriezed book by exploring the summary and details provided below. Remember, MOD Natural Neutrosophic Subset Topological Spaces and Kakutani s Theorem can be Read Online from any device for your convenience.
MOD Natural Neutrosophic Subset Topological Spaces and Kakutani s Theorem Book PDF Summary
In this book authors for the first time develop the notion of MOD natural neutrosophic subset special type of topological spaces using MOD natural neutrosophic dual numbers or MOD natural neutrosophic finite complex number or MOD natural neutrosophic-neutrosophic numbers and so on to build their respective MOD semigroups. Later they extend this concept to MOD interval subset semigroups and MOD interval neutrosophic subset semigroups. Using these MOD interval semigroups and MOD interval natural neutrosophic subset semigroups special type of subset topological spaces are built. Further using these MOD subsets we build MOD interval subset matrix semigroups and MOD interval subset matrix special type of matrix topological spaces. Likewise using MOD interval natural neutrosophic subsets matrices semigroups we can build MOD interval natural neutrosophic matrix subset special type of topological spaces. We also do build MOD subset coefficient polynomial special type of topological spaces. The final chapter mainly proposes several open conjectures about the validity of the Kakutani’s fixed point theorem for all MOD special type of subset topological spaces.
Detail Book of MOD Natural Neutrosophic Subset Topological Spaces and Kakutani s Theorem PDF
- Author : W. B. Vasantha Kandasamy
- Release : 22 September 2024
- Publisher : Infinite Study
- ISBN : 9781599734903
- Genre : Uncategoriezed
- Total Page : 278 pages
- Language : English
- PDF File Size : 10,9 Mb
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