References
- Aalipour, G., Akbari, S., Behboodi, M., Nikandish, R., Nikmehr, M. J., & Shaveisi, F. (2014). The classification of the annihilating-ideal graphs of commutative rings. Algebra Colloquium, 21, 249. doi:10.1142/S1005386714000200
- Aalipour, G., Akbari, S., Nikandish, R., Nikmehr, M. J., & Shaiveisi, F. (2012). On the coloring of the annihilating-ideal graph of a commutative ring. Discrete Mathematics, 312, 2620–2625.
- Anderson, D. F., Axtell, M. C., & Stickles, Jr., J. A., (2011). Zero-divisor graphs in commutative rings. In M. Fontana, S. E. Kabbaj, B. Olberding, & I. Swanson (Eds.), Commutative algebra, Noetherian and non-Noetherian perspectives. New York, NY: Springer-Verlag.
- Anderson, D. F., Frazier, A., Lauve, A., & Livingston, P. S. (2001). The zero-divisor graph of a commutative ring II. Lecture Notes in Pure and Applied Mathematics, 220, 61–72.
- Anderson, D. F., & Livingston, P. S. (1999). The zero-divisor graph of a commutative ring. Journal of Algebra, 217, 434–447.
- Anderson, D. D., & Naseer, M. (1993). Beck’s coloring of a commutative ring. Journal of Algebra, 159, 500–514.
- Atiyah, M. F., & Macdonald, I. G. (1969). Introduction to commutative algebra. Reading, MA: Addison-Wesley.
- Axtell, M., Coykendall, J., & Stickles, J. (2005). Zero-divisor graphs of polynomial and power series over commutative rings. Communications in Algebra, 33, 2043–2050.
- Balakrishnan, R., & Ranganathan, K. (2000). A textbook of graph theory (Universitext). New York, NY: Springer.
- Beck, I. (1988). Coloring of commutative rings. Journal of Algebra, 116, 208–226.
- Behboodi, M., & Rakeei, Z. (2011a). The annihilating-ideal graph of commutative rings I. Journal of Algebra and Applications, 10, 727–739.
- Behboodi, M., & Rakeei, Z. (2011b). The annihilating-ideal graph of commutative rings II. Journal of Algebra and Applications, 10, 741–753.
- Belshoff, R., & Chapman, J. (2007). Planar zero-divisor graphs. Journal of Algebra, 316, 471–480.
- Corbas, B., & Williams, G. D. (2000a). Rings of order p\textsuperscript{5} I, Nonlocal rings. Journal of Algebra, 231, 677-690.
- Corbas, B., & Williams, G. D. (2000b). Rings of order p\textsuperscript{5} II, Local rings. Journal of Algebra, 231, 691–704.
- Hadian, M. (2012). Unit action and geometric zero-divisor ideal graph. Communications in Algebra, 40, 2920–2930.
- Heinzer, W., & Ohm, J. (1972). On the Noetherian-like rings of E.G. Evans. Proceedings of the American Mathematical Society, 34, 73–74.
- Kaplansky, I. (1974). Commutative rings. Chicago, IL: University of Chicago Press.
- Lucas, T. G. (2006). The diameter of a zero-divisor graph. Journal of Algebra, 301, 173–193.
- Smith, N. O. (2003). Planar zero-divisor graphs. Journal of Commutative Rings, 2, 177–186.
- Visweswaran, S. (2011). Some properties of the complement of the zero-divisor graph of a commutative ring. ISRN Algebra, 2011, 24 p., Article ID 59104.
- Visweswaran, S., & Patel, H. D. (2015). On the clique number of the complement of the annihilating ideal graph of a commutative ring. Contributions to Algebra and Geometry.