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CHIZIQLI OPERATOR 33 II  AKSLANTIRGANDA 3 I NING QO’ZG’ALMAS NUQTALARI

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Scientific Bulletin of Namangan State University

Scientific Bulletin of Namangan State University

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ARTICLE ANNOTATION

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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.

AUTHORS

SH.Karimova

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# Maks-plus max R va min-plus# max   va y x y x    .# . Yangi qo’shish amali idempote# В качестве типичных примеров мож# max   and y x y x    .#      min# As typical examples we can take

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https://eroi.uz/11.0031/A0121-0249

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References

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