FIXED POINTS OF LINEAR OPERATORS WHICH MAP OF SIMLEX TO ITSELF IN THE CASE FOR n=3

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Karimova Shalola Musayevna

Abstract

Identpotent mathematics consists of changing simple arithmetic operations for a new set of main operations (as maximum or minimum), in this case a field of numbers exchange with idenpotent semirings and semifields.

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How to Cite
Karimova Shalola Musayevna. (2021). FIXED POINTS OF LINEAR OPERATORS WHICH MAP OF SIMLEX TO ITSELF IN THE CASE FOR n=3. Galaxy International Interdisciplinary Research Journal, 9(12), 59–62. Retrieved from https://internationaljournals.co.in/index.php/giirj/article/view/621
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