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   zero divisor graph in mv −algebras  
   
نویسنده sajadian farhad ,bedrood mahta ,borumand saeid arsham
منبع كنفرانس نظريه گراف و تركيبيات جبري - 2020 - دوره : 11 - یازدهمین کنفرانس بین المللی نظریه گراف و ترکیبیات جبری ایران - کد همایش: 9919164009 - صفحه:162 -165
چکیده    In this article, the relationship between minimal prime ideals and zero divisors are investigated. weprove the set of all zero divisors mv −algebra contains at least one prime ideal of mv −algebra and theset of all zero divisors of mv −algebra is a union of all minimal prime ideals of mv −algebra. also, it isproved that every element of a minimal prime ideal of mv −algebra is a zero divisor. we introduce zerodivisor graph in mv −algebra and prove that this graph is connected.
کلیدواژه zero divisor graph ,minimal prime ,mv −algrebra
آدرس higher education complex of bam, iran, shahid bahonar university of kerman, iran, shahid bahonar university of kerman, iran
پست الکترونیکی arsham@uk.ac.ir
 
     
   
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