Dr. Nazim Khan
Dr. Nazim Khan
Asst. Professor (grade II)
Office Address:
MAT 201, Department of Mathematics, NIT Calicut, Kozhikode, Kerala 673601, India
B. Sc.(Hons.) in Mathematics - Faculty of Science - BHU Varanasi - Uttar Pradesh - India
MSc in Mathematics - Department of Mathematics - Aligarh Muslim University - Aligarh - India
PhD in Mathematics - Department of Mathematics - Aligarh Muslim University - Aligarh - India
Educational Qualifications
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B. Sc.(Hons.) in Mathematics - Faculty of Science - BHU Varanasi - Uttar Pradesh - India
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MSc in Mathematics - Department of Mathematics - Aligarh Muslim University - Aligarh - India
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PhD in Mathematics - Department of Mathematics - Aligarh Muslim University - Aligarh - India
Journals
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When are multiplicative (generalized)-(σ, τ)-derivations additive?, Kragujevac Journal of Mathematics
Volume 50(6) (2026), Pages 989–1000. https://imi.pmf.kg.ac.rs/kjm/pdf/accepted-finished/f9ee3868ee4f47c6d8f2135109e8cd17_2536_10072024_113104/kjm_50_6-10.pdf (With M. A. Siddeeque). - Weak right η-centralizers of prime rings, Journal of Taibah University for Science, 2024, issn: 1658-3655, SCI-Expanded. https://doi.org/10.1080/16583655.2024.2325116 (With M. A. Siddeeque and A. A. Abdullah).
- Power central values with generalized derivations on lie ideals of prime rings, Ann Univ Ferrara, 2024. url: https://doi.org/10.1007/s11565-024-00497-6 (With M. A. Siddeeque and A. A. Abdullah).
- Skew derivations with homomorphism condition on anticommutators of prime rings,” Palestine Journal of Mathematics, 2023, issn: 2219-5688, Scopus, Accepted (With A. A. Abdullah and A. Wase).
- X-Genaralized skew derivations behaving as weak right η-centralizers in prime rings, Communications in Algebra, 2023, issn: 1532-4125, SCI-Expanded. url: http://dx.doi.org/10.1080/00927872.2023.2249998 (With A. A. Abdullah).
- Weak jordan * derivations of prime rings, Journal of Algebra and its applications, vol. 22(5), p. 2 350 105, 2023, issn: 2167-9843, SCI-Expanded. url: http://dx.doi.org/10.1142/S0219498823501050 (With M. A. Siddeeque and A. A. Abdullah).
- Generalized derivations with engel condition on lie ideals of prime rings, Georgian Mathematical Journal, vol. 30(1), pp. 137–149, 2023, issn: 1572-9176, SCI-Expanded. url: https://doi.org/10.1515/gmj-2022-2190 (With M. A. Siddeeque and A. A. Abdullah).
- When are multiplicative semi-derivations additive? Georgian Mathematical Journal, vol. 29(1), pp. 123–137, 2021, issn: 1572-9176, SCI-Expanded. url: https://doi.org/10.1515/gmj-2021-2121 (With M. A. Siddeeque).
Conferences
- Prime rings with generalized derivations and power values on lie ideals, in Algebra and Related Topics with Applications ICARTA-2019, ICARTA-Aligarh, India, 2022, 311-322, Scopus. url: https://link.springer.com/book/10.1007/978-981-19-3898-6 (With M. A. Siddeeque and A. A. Abdullah).
- Presented paper entitled “A characterization of generalized Jordan star-derivations on prime PI rings” during The First Conference on Mathematics and Applications of Mathematics, held on June 30 and July 01, 2021, Jijel, Algeria.
- Presented paper entitled “Additivity of multiplicative (generalized) (sigma, tau) derivations in rings” at the ICARTA-19, held on Dec 17-19, 2019 at the Department of Mathematics, Aligarh Muslim University, Aligarh.
- National Centre for Mathematics (NCM) Workshop on Modular Forms and Galois representation, 11th - 17th Dec, 2019, IISER-Tirupati,Andhra Pradesh, India.
- Association of Teachers of Mathematics (ATM) Workshop on Operator Algebra, 11th - 16th Sep, 2017, The Institute of Mathematical Sciences,Chennai, Tamil Nadu, India.
- Annual Foundation School-III, 12th June - 8th July, 2017, North-Eastern Hill University, Shillong, Meghalaya,U.P., India.
- Annual Foundation School-II Mathematics, 8th May - 3rd June, 2017, Kerala School of mathematics, Kozhikode,Kerala, India.
- Annual Foundation School-I Mathematics, 5th - 31st Dec, 2016, Harish- Chandra Research Institute, Allahabad, U.P., India.
- International Conference on Analysis and its Applications (ICAA-2015) 19th -21st Dec, 2015, held at the Department of Mathematics, Aligarh Muslim University, Aligarh, U.P., India.
- MA2001D Mathematics-III, B. Tech. (EC-02)- Sem. III (Summer 2023)
- MA6005D Optimization Techniques-I, MCA sem-V (Summer 2023)
- MA2003D Mathematics-IV, B. Tech. (CS-01 and 04)- Sem. IV (Winter 2023)
- MA6005D Optimization Techniques-I, MCA sem-V (Summer 2022)
- MA6003D Mathematical Methods for Power Engineering, M. Tech. (EE) sem-I (Summer 2022).