Seminar, titled: “N-idempotent divisor graph of commutative rings”, Department of Mathematics
asmaaaljader2026-04-22T09:49:14+00:00On Monday, April 20, 2026, the Department of Mathematics at the College of Computer Science and Mathematics held a seminar titled "N-idempotent divisor graph of commutative rings" presented by Professor Raeda Dawood Mahmoud, Professor Hussam Qasim Mohammed, and Assistant Professor Shaimaa Hatem Ahmed. Seminar Summary: Let N be a commutative ring with an identity element. In 1999, Anderson established the relationship between ring theory and data theory by defining the zero divisor graph of commutative rings. In 2022, Anderson and Padowi defined the zero divisor graph of a commutative subgroup as a verticeal graph where the two different vertices are adjacent [Read More]



