Areas of Interest/Specialization: Ring Theory

Experience: 20 years

Ph.D. Awarded: 3(Three)

Administrative responsibilities undertaken:

1. Teacher-in-charge of the department during 01.09.2016 till 05.12.2018.
2. Co-ordinator of UGC-SAP (DRS, Phase-II) for a period of five years from 01.04.2016 till 31.03.2021.
3. Is presently Teacher-in-charge of the department since January 2022.

Publications

1. Buhphang A.M. and Rege M.B., Semi-commutative modules and Semi-commutative modules and Armendariz modules, Arab Journal of Math. Sc., 8(2002), pp.53-65.
2. Rege M.B. and Buhphang A.M., Integrally closed rings and the Armendariz property, International Electronic Journal of Algebra, 1(2007), pp.11-17.
3. Rege M.B. and Buhphang A.M., On reduced modules and rings, International Electronic Journal of Algebra, 3(2008), pp.58-74.
4. Subedi T. and Buhphang A.M., On weakly regular rings and generalizations of V-rings, International Electronic Journal of Algebra, 10(2011), pp.162-173.
5. Subedi T. and Buhphang A.M.,  On strongly regular rings and generalizations of V-rings, International Electronic Journal of Algebra, 14(2013), pp.10-18.
6. Buhphang A.M., Halicioglu S., Harmanci A., Hera Singh K., Kose H.Y and Rege M.B., On rigid modules, East West Journal of Mathematics, Vol. 15, No. 1 (2013), pp. 71-85.
7. Subedi T. and Buhphang A.M., On SF-rings and regular rings, Kyungpook Mathematical Journal, 53(2013), pp.397-406.
8. Subedi T. and Buhphang A.M., On left SF-rings and strongly regular rings, Kyungpook Mathematical Journal, 56(2016),  pp.861-866.
9. Das, S. and Buhphang, A.M., Rings characterized by dual-Utumi-modules, Journal of Algebra and its Applications, (2019) 2050229 (11 pages). (https://doi.org/10.1142/S0219498820502291)
10. Buhphang, A.M., Das, S., Gonzalez, C.M. and Molina, M.S. (2020) Socle-injective semiprime rings, with some applications to Leavitt path algebras, Communications in Algebra, 49(3)(2021), 1128 – 1145.
11. https://doi.org/10.1080/00927872.2020.1828444)
12. Das, S. and Buhphang, A.M., Strongly generalized Radical Supplemented modules, Discussiones Mathematicae, General Algebra and Applications, 40(2020), 63-74. (https://doi.org/10.7151/dmgaa.1326)
13. Das, S. and Buhphang, A.M., On principally small-injective rings, Rendiconti del Circolo Matematico di Palermo Series 2,  (2021) (15 pages). (https://doi.org/10.1007/s12215-021-00663-1)
14. Das, S. and Buhphang, A.M., On rings whose cyclic are Utumi modules, Palestine Journal of Mathematics, vol. 11(2)(2022), 362-371.

Papers presented in Conferences/Seminars:

1. ‘Some properties of reduced modules’, Intl. Conf. on History & development of Math. Sciences during Nov.21-24, 2012, Maharishi Dayanand Univ. Rohtak.
2. ‘Semi-commutative rings and their generalizations’, Intl. Conf. on History & development of Math. during Nov. 29-Dec. 1, 2013, JECRC University, Jaipur.
3. ‘Some properties of n-Armendariz rings’, Non-commutative rings and their applications-IV during June 8-11, 2015, Universite d’Artois, Lens, France.
4. ‘Some vanishing conditions on Leavitt-path algebras’, Asia-Australia Algebra Conference during January 21-25, 2019, Western Sydney University.