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Classification of Zero Divisor Graphs of Commutative Rings of Degrees 11,12 and 13
Author(s) -
Nazar Shuker,
Husam Mohammad
Publication year - 2014
Publication title -
maǧallaẗ al-rāfidayn li-ʿulūm al-ḥāsibāt wa-al-riyāḍiyyāẗ/˜al-œrafidain journal for computer sciences and mathematics
Language(s) - English
Resource type - Journals
eISSN - 2311-7990
pISSN - 1815-4816
DOI - 10.33899/csmj.2014.163728
Subject(s) - zero divisor , zero (linguistics) , mathematics , divisor (algebraic geometry) , commutative ring , combinatorics , discrete mathematics , commutative property , philosophy , linguistics
In 2005 Wang investigated the zero divisor graphs of degrees 5,6,9 and 10. In 2012 Shuker and Mohammad investigated the zero divisor graphs of degrees 7 and 8. In this paper, we consider zero divisor graphs of commutative rings of degrees 11, 12 and 13. Key word: Zero-divisor, Ring, Zero-divisor graph. تاجردلا تاذ ةيلادبلاا تاقلحلل رفصلا مساوق تانايب فينصت 11 , 12 و 13 ركش نودمح را زن .د.أ م.أ دمحم مساق ماسح .د. تايضايرلاو تابساحلا مولع ةيلك ، لصوملا ةعماج صخلملا ماييع عيف 2005 سرد Wang تاجرديلا ييم ةيي لادبما تايبلحلل رلييللا مييساوق تاينايب 9,6,5 و 10 ماييع عييف . 2012 سرد Shuker and Mohammad جرديلل رليللا ميساوق تاينايب 7 و 8 ميساوق تاينايب اييسرد ريحبلا ا يذ عيف. تاجردلا م ةيلادبما تابلحلل رل لا 12,11 و 13 . : ةيحاتفملا تاملكلا .رل لا مساوق نايب , ةبلح , رل لا مساوق

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