DEPARTMENT.FACULTY

photo
Dr. Shakir Ali
  • DEPARTMENT_STAFF.QUALIFICATION

    Ph.D.

  • DEPARTMENT_STAFF.DESIGNATION

    Associate Professor

  • DEPARTMENT_STAFF.THRUST_AREA

    Algebras(Derivations in Associative Rings and Algebras), Functional identities, Coding Theory, Cryptography

  • DEPARTMENT_STAFF.ADDRESS

    Sabir Manzil, Green Park Oppositie F.M. Tower, NH 509, Anoopshar RoadAligarh 202122

  • DEPARTMENT_STAFF.MOBILE

    9027163134

  • DEPARTMENT_STAFF.EMAIL

    shakir.ali.mm@amu.ac.in

  • DEPARTMENT_STAFF.TIME_TABLE

    Time Table 2021-2021

DEPARTMENT_STAFF.COMPLETE_CV

Dr. Shakir Ali received his Ph.D. and M. Phil from Aligarh Muslim University (AMU), Aligarh. He is an expert in Algebra, and in particular, in the theory of derivations in Rings and Algebras. He joined the Department of Mathematics, AMU, Aligarh as a Lecturer in 2004. He was elevated to the post of Assistant Professor in the year 2006, and then promoted as a senior Assistant Professor in February, 2012. Presently, he is working as an Associate Professor, since 2016. He also worked as an Associate Professor at King Abdulaziz University, Jeddah, Saudi Arabia during December  2014 to August 2018. Dr. Ali has visited several universities/ institutions worldwide at different academic assignments. He has been to about 20 countries including USA, UK, Canada, Japan, German, France, Italy, China, South Korea, Hungary, Slovenia, Austria, Spain, UAE, Malaysia, Taiwan and others etcetera on various academic assignments. He has supervised five Ph.D. and M. Phil. dissertations on the theory of derivations in associative rings and algebras. He has attended more than 60 conferences and delivered about 33 invited talks and 19 presentations at various universities and institutions across the globe.\\

  • Dr. Ali is a life member of the Indian Mathematical Society(IMS), Mathematical Teachers Association (MTA), Ramanujam Mathematical Society(RMS), Indian Science Congress Association(ISCA) and Calcutta Mathematical Society(CMS). He has also been a member of the American Mathematical Society (AMS), since 2014 and a member of the Asian Council of Science Editors(ACSE), since January 2016. Dr. Ali is also a reviewer of the AMS Mathematical Reviews and is a referee of several mathematics journals. \\
  • Dr. Ali is the recipient of TUBITAK Visiting Professor/Scientists fellowship award for the year 2019, sponsored by The Scientific and Technological Research Council of Turkey, Government of Turkey. In 2011, he (jointly with Professors M. Ashraf and N. Rehman) has received Indo-Slovenian Inter-Governmental Exchange Research Programme of cooperation in Science and Technology under the auspices of the Ministry of Science and Technology (DST), India and Ministry of Higher Education Science and Technology (MHEST), Republic of Slovenia
  •  Dr. Ali has been given the Outstanding Scientist Award for the Years 2018 by IOSRD. Moreover, he awarded the ‘Best Research Paper Award in Algebra’ for the years 2003 and 2008 by the Indian Mathematical Society (IMS) at its 69th & 74th annual conferences.\\
  •  TEACHING EXPERIENCES: More than 17 Years(Since 2003)
  • RESEARCH EXPERIENCES: More than 21 Years(Since 1999).
  •  Research Publications and Citations • Papers Published/Accepted: 101, ISI/JCR Listed: 60
  •  Ph.D. / M. Phil Supervised: 05, Registered for Ph.D.: 04 • Research Projects Completed: 10 (National:05 & International:05) •
  • Research Projects Ongoing: 02 (National:01, DST and  International:01, KAU, KSA)
    • Research Projects Completed: 10 (National:04 and  International:06, KSA,
      Republic of Slovenia , Turkey
      )
  •  Google Scholar : https://scholar.google.com/citations?user=3-BITuQAAAAJ                          (i) Citations more than 2000, (ii) H-index: 20, (iii) i10-index: 39
  •  Research Gate https://www.researchgate.net/profile/Shakir_Ali3                                             (i) Citations: More than 1700, (ii) H-index: 19, (iii) RG Score: 39.37
  1. Research Paper Publications 2021

    1. On the structure of generalized Jordan *-derivations of prime rings, Communications in Algebra 49(4)(2021), 1422-1430,https://doi.org/10.1080/00927872.2020.1837148(Jointly with N. A. Dar) (ISI/JCR Listed, IF-0.556) ISSN: 0092-7872. Publisher: Taylor & Francis.Indexed: Web of Science (ISI, JCR, SCIE), Scopus, AMS Math Reviews.
    1. Higher order commutators with power central values on rings and algebras involving generalized derivations, Georgian Math. J. (2021), 1-14 (Jointly with H. Alhazmi, A. N. Khan and M. Raza), https://doi.org/10.1515/gmj-2020-2064, Publisher:
      De Gruyter Indexed: Web of Science (SCIE, ISI, JCR, IF: 0.505), Scopus, AMS Math Reviews.
    2. Some remarks on differential identities in rings, Kragujevac Journal of Mathematics 45(2)(2021), 259-265 (Jointly with H. Alhazmi and M. A. Raza). ISSN 2406-3045. Publisher: Scimago.Indexed: Web of Science (ESCI), Scopus, AMS Math Reviews.
    3. M-potent commutators of skew derivations on Lie ideals, Georgian Math. J. (2021), 1-6 (Jointly with A. Raza and H. Alhazmi),  https://doi.org/10.1515/gmj-2020-2084, Publisher: De Gruyter.Indexed: Web of Science (SCIE, ISI, JCR, IF: 0.505), Scopus, AMS Math Reviews.
    4. Skew derivations on partially ordered sets, Indian J. Pure & Appl. Math. (2021) (To appear ) (Jointly with A. Ahamd).Indexed: Web of Science (SCIE, ISI, JCR, IF: 0.516), Scopus, AMS Math Reviews.
    5. A classification of generalized derivations in rings with involution, Flomat (2021) (To appear ) (Jointly with B. Bhushan, G. A. Sandhu and D. Kumar).Indexed: Web of Science (SCIE, ISI, JCR, IF: 0.848), Scopus, AMS Math Reviews.
    6. On ideals and n-centralizing mapping in prime rings with applications, Hacctt. J. Math & Stat.  (2020) (To appear ) (Jointly with C. Abdiolug and M. S. Khan).Indexed: Web of Science (SCIE, ISI, JCR, IF: 0.413), Scopus, AMS Math Reviews


  2. Research Paper Publications 2020
    1. On skew derivations and generalized skew derivations in Banach algebras Questiones. Math. 43(9)(2020), 1259-1272, http://dx.doi.org/10.2989/ 16073606.2019.1607604 (Jointly with A. N Khan H. Alhazmi and V. De Filippis) (ISI/JCR Listed, IF-1.049). ISSN: 1607-3606. Publisher: Taylor & Francis. Indexed: Web of Science (SCIE, ISI, JCR, IF: 1.049), Scopus, AMS Math Reviews. 
    2. On *-differential identities in prime rings with involution Hacctt. J. Math & Stat. 48(2)(2020), 708-715 (Jointly with A. Koam and A. M. Ansari) (ISI/JCR Listed, IF-0.413). ISSN 1303-5010. https://dergipark.org.tr/download/article-file/756417, Publisher: Hacettepe University, Turkey. Indexed: Web of Science (SCIE, ISI, JCR, IF: 0.413), Scopus, AMS Math Reviews. 
    3. On *-differential identities involving skew Lie product, Mathematics Today 36(2) (2020), 29-34 (Jointly with A. Abbasi) ISSN (Online): 2455-9601. Indexed: AMS Math Reviews. 
    4. Generalized (?, ?)-derivations in rings with involution, Maejo Int. J. Sci. Technol. 14(01)(2020), 68-80 (Jointly with H. Alhazmi and A. N. Khan). ISSN: 2697-4746. Publisher: Maejo University, Thailand. Indexed: Web of Science (SCI,ISI, JCR, IF: 0.481), Scopus, AMS Math Reviews 
    5. Involution in prime rings with endomorphisms, AIMS Mathematics 5(4)(2020) , 32- 74-3283(Jointly with A. N. Khan) ISSN (Online): 2473-6988. Publisher: AIMS Press, USA. Indexed: Web of Science (SCIE, IF:0.808), Scopus, AMS Math Reviews. 
    6. Additive maps on prime and semiprime rings with involution, Hacctt. J. Math & Stat. 49(3)(2020), 1126-1133 (Jointly with A. Alahmadi N. A. Dar and A. N. Khan) (ISI/JCR Listed, IF-0.413). ISSN 1303-5010. Publisher: Hacettepe University, Turkey. https://dergipark.org.tr/en/pub/hujms/issue/42398/661178 Indexed: Web of Science (SCIE, IF:0.413), Scopus, AMS Math Reviews.
  3. Research Paper Publications 2019

    1. N-commuting mapping on (semi)-prime rings with applications, Communications in Algebra 47(5)(2019) 2262-2270, https://doi.org /10.1080/00927872.2018.1536203 (Jointly with M. Ashraf, M. A. Raza and A. N. Khan) (ISI/JCR Listed, IF-0.388) ISSN: 0092-7872. Publisher: Taylor & Francis. Indexed: Web of Science (ISI, JCR, SCIE), Scopus, AMS Math Reviews. 

    2. Some *-identities in prime rings involving derivations, The Aligarh Bull. Math. 38(1-2)(2019), 89-97 (Jointly with M. Rahman, and A. Abbasi) ISSN 0304-9789. AMS Math Reviews

    3. On certain classes of generalized derivations, Math. Slovac. 69(5)(2019), 1023-1032, DOI: https://doi.org/10.1515/ms-2018-0211 (Jointly with O. A. Zemzami, L. Oukhtite and M. Najat) (ISI/JCR Listed, IF 0.654) ISSN: 0139-9918. Publisher: De Gruyter. Indexed: Web of Science (ISI, JCR, SCIE), Scopus., AMS Math Reviews
    4. On semi(prime) rings and algebras with automorphisms and generalized derivations, Bull. Iranian Math. Soc. 45(2019), 1805-19 , http://doi.org/ 10.1007/s41980-019- 00231-5 (Jointly with B. Dhara, B. Fahid, M. A. Raza) (ISI/JCR Listed, IF-0.399). ISSN 1735-8515. Publisher: Springer. Indexed: JCR, SCIE, Scopus, AMS Math Reviews.

    5. A characterization of derivations in prime rings with involution, European Journal of Pure and Applied Mathematics 12(3) (2019), 1138-1148 DOI: https://doi.org/ 10.29020/nybg.ejpam.v12i3.3496 (Jointly with M. Rahman, M.S. Khan and A. Abbasi) ISSN 1307-5543. Publisher: New York Business Global, Maryland, USA. Indexed: Web of Science (ESCI), Scopus, AMS Math Reviews.

  4. Research Paper Publications 2018
    1. On *-idelas with derivations in prime rings with involution, The Aligarh Bull. Math. 37(1-2)(2018), 59-70 (Jointly M.S. Khan and A. Khan). ISSN: 0304-9787. Indexed: AMS Math Reviews. 
    2. On generalized derivations and multipliers on Operator algebras with involution, Journal of Contemporary Mathematical Analysis (JCMA) 53(1)(2018), 28-33 (Jointly with A. Fosner, and W. Jing). ISSN 1934-9416. Publisher: Springer. Indexed: Web of Science (SCIE, ISI, JCR, IF: 0.332), Scopus, AMS Math Reviews. 
    3. Nonlinear ?-Lie higher derivation of standard operator algebras, Communications in Mathematics 26(2018), 15-29 (Jointly with M. Ashraf and B. Wani ). ISSN 2336- 1298. Publisher: Sciendo. Indexed: Scopus, AMS Math Reviews 
    4. A note on multiplication (generalized)-derivations as 3-homomorphisms and antihomomorphisms on prime rings, Southeast Asian Bull. Math. 42(2018), 151-156 (Jointly with N.A. Dar and A.N. Khan). (ESCI Listed Web of science-2016) ISSN: 0129-2021. Publisher: Springer.

  5. Research Paper Publications 2017
    1. . The commutativity of ? –rings with generalized skew derivations, Georgian Math. J. 24(3) (2017), 394-402 DOI: https://doi.org/ 10.1515/gmj-2016-0060 published on line (Jointly with S. Huang) ISSN: 1572-9176. Publisher: De Gruyter Indexed: Web of Science (SCIE, ISI, JCR, IF: 0.452), Scopus, AMS Math Reviews. 
    2. Generalized derivations on prime rings with involution, Communication in Mathematics and Applications (CMA) 9(1)(2017), 87-97(Jointly with A. Alahmadi, H. Alhazmi and A. N. Khan) (ESCI-Listed) ISSN 0976-5905. Publisher: RGN Publication. 
    3. Herstein’s Theorem for generalized derivations in rings with involution, Hacctt. J. Math & Stat. 46(6)(2017), 1029-1034 DOI: 10.15672/HJMS.2017.432 (Jointly with A. N., Khan, and N. A., Dar). (ISI/JCR Listed, IF-0.413). ISSN 1303-5010. Publisher:. Hacettepe University. 
    4. On Jordan left *-centralizers in semiprime rings with involution and its application to *-prime rings, Algebras, Groups and Geometries 34(1)(2017), 1-13 (Jointly B. Dhara and P. Mondal). ISSN, Publisher: Palestine Journal of Mathematics. 
    5. On generalized derivations and commutativity of prime rings with involution, International J. Algebra 11(6)(2017), 291-300 https:// doi.org/10.12988/ija.2017.7839 (Jointly with H. Alhazmi) ISSN: 1312-8868. Publisher: Hikari. 
    6. Some commutativity theorems in prime rings with involution and derivations, J. Advances in Mathematics and Computer Science (JAMCS) 24(5)(2017), 1-6 DOI: 10.9734/JAMCS/2017/36717(Jointly with H. Alhazmi). ISSN: 2231-0851. Publisher: Sciencedomain Internation 
    7. A characterization of left *-centralizers in rings with involution, Applied Mathematics & Information Sciences (AMIS), 11(2)(2017), 441-447 http://dx.doi.org/10.18576/amis/110212 (Jointly with A. Alahmadi, H. Alhazmi and A. N. Khan). (ISI/JCR Listed, IF 1.232). ISSN 2325-0399, Publisher: Natural Sciences Publishing Corporation. 
    8. On (m, n)-Jordan *- derivations and related mappings in rings with involution, International J. Pure and Applied Math. 115(2)(2017), 445-453 DOI: 10.12732/ijpam.v115i2.19 (Jointly with H. Alhazmi and M. S. Khan). ISSN: 1314- 3395. Publisher: Academic Publications Ltd. 

  6. Research Paper Publications 2016
    1. Hypercube Emulation of Interconnection Networks Topologies, Math. Meth. Appl. Sci. (MMAS) 39(16)(2016), 4856-4865, DOI:10. 1002 /mma.3820 (Jointly with A. Alahmadi, H. Alhazmi, M. Deza, M. Dutour and P. Sole) (ISI/JCR Listed, IF 1.002). ISSN: 1099-1476. Publisher: Wiley Online Library. 
    2. On *-commuting mapping and derivations in rings with involution, Turk. J. Math. 40(2016), 884-894 DIO:10.3906/mat.1508-61 (Jointly with N. A. Dar), (ISI/JCR Listed, IF 0.378) ISSN: 1303-6149. Publisher: Scientific and Technical research Council of Turkey - TUBITAK/Turkiye Bilimsel ve Teknik Arastirma Kurumu. 
    3. A characterization of generalized derivations on prime rings, Communications in Algebra 44(4-5)(2016), 3201-3210: DOI: 10.1080/ 00927872.2015.1065861 (Jointly with Alahmadi A., Khan A. N., Khan M. S.) (ISI/JCR Listed, IF-0.388) ISSN: 0092-7872. Publisher: Taylor & Francis. 
    4. On rings and algebras with derivations, J. Algebra Appl. 15(6)(2016) 1650107(10 pages), DOI: 10.1142/S0219498816501073(Jointly with M.S. Khan, A. N. Khan and N. M. Muthana) (ISI/JCR Listed, IF 0.373). ISSN: 0219-4988. Publisher: World Scientific. 
    5. On Jordan *-mappings in rings with involution, Journal Egyptian Math. Soc. 24 (2016), 15-19 DIO:10.1016/j.joems.2014.12.006 (Jointly with D. Pagon, and N. A. Dar). ISSN: 1110-256X. Publisher: Elsevier 
    6. On Jordan (?, ?)-biderivations in rings with involution, British J. Math. & Comp. Sci. (BJMCS), 17(5) (2016), 1-7, Article No. BJMCS 27293, DOI: 10.9734/BJMCS/2016/27293 (Jointly with H. Alhazmi, and A.N.Khan.) ISSN: 2231- 0851. Publisher: Sciencedomain International. 

  7. Research Paper Publications 2015
    1. On derivations and commutativity of prime rings with involution, Georgian Math. J. 23(1)(2015),9-14 DOI 10.1515/gmj-2015-0016 (Jointly with N. A. Dar and M. Asci). (ISI/JCR Listed, IF-0.452) ISSN: 1572-9176. Publisher: De Gruyter. 
    2. On centralizers of prime rings with involution, Bull. Iranian Math. Soc. 41(6)(2015), 1465-1475 (Jointly with N. A. Dar) (ISI/JCR Listed, IF-0.262). ISSN 1735-8515. Publisher: Springer. 
    3. On strong commutativity preserving like maps in rings with involution Miskolc Math. Notes. 16(1) (2015), 17-24 (Jointly with N.A. Dar and A. N. Khan) (ISI/JCR Listed, IF-0.351). ISSN 1787-2413. Publisher: Miskolc University Press. 
    4. On commutativity of Banach algebra with derivations, Bull. Austral. Math. Soc. 91 (2015), 419-425, DIO:10.1017/S0004972715000118 (Jointly with A. N. Khan) (ISI/JCR Listed, IF-0.483) ISSN:0004-9727. Publisher: Cambridge University Press. 
    5. . On Lie ideals with multiplicative(generalized)-derivations in prime and semiprime rings, Beitr Algebra Geom, 56(1) (2015), 325-337, DOI: 10.1007/s13366-013- 0186-y (Jointly with B. Dhara, N. A. Dar and A. N. Khan ). ISSN: 0138-4821. Publisher: Springer. 
    6. A note on Jordan left *-centralizers in rings with involution, International J. Algebra 9(1)(2015), 15-23 (Jointly with A. N. Khan and M. S. Khan). ISSN: 1312- 8868. Publisher: Hikari. 
  8. Research Paper Publications 2014
    1. Generalized skew derivations with nilpotent values in prime rings, Communications in Algebra 42(2014), 1606-1618 (ID 745868) DOI 10.1080 /00927872.2012.745868 (Jointly with A. Ali and V. De Filippis) (ISI/JCR Listed, IF-0.388) ISSN: 0092- 7872. Publisher: Taylor & Francis. 
    2. On left centralizers of prime rings with involution Palest. J. Math. 3(Spec 1) (2014), 505-511 (Jointly with N. A. Dar) ISSN: 2219-5688. Publisher: Palestine journal of Mathematics. 
    3. On *-centralizing mappings in rings with involution, Georgian Math. J. 21(1)(2014), 25–28 DOI 10.1515/gmj-2014-0006 (Jointly with N. A. Dar). (ISI/JCR Listed, IF-0.452). ISSN: 1572-9176. Publisher: Walter de Gruyter GmbH. 
    4. Generalization of Herstein Theorem and its applications to range inclusion problems, Journal Egyptian Math. Soc. 22(3)(2014), 322–326 http://dx.doi.org /10.1016/j.joems.2013.11.003 (Jointly with, M. Salahuddin Khan and M. AlShomrani). ISSN: 1110-256X. Publisher: Elsevier. 
    5. Commutativity of rings involving additive mappings, Quaestiones Math. 37 (2)(2014), 215–229 DOI: 10.2989/16073606-2013 (Jointly with M. Ashraf, M. Salahuddin Khan and J. Vukman). (ISI/JCR Listed, IF-0.452). ISSN: 1607-3606. Publisher: (Taylor & Francis) . 
    6. On generalized (m, n)-derivations and generalized Jordan (m, n)- derivations in rings, Algebra Colloq. 21(3) (2014), 411-420, DOI: 10.1142 /S1005386714000352 (Jointly with Ajda Fosner). ISSN: 1005-3867 (ISI/JCR Listed, IF-0.298). Publisher: World Scientific 
    7. On prime and semiprime rings with additive mappings and derivations, Universal Journal of Computational Mathematics 2(3)(2014), 48-55 DOI 10.13189/ujcmj.2014.020302 (Jointly with B. Dhara and, M. Salahuddin Khan). ISSN: 2332-3035. Publisher: Publons.
  9. Research Paper Publications 2013
    1. Pair of derivations on semiprime rings with application to Banach algebras, J. Algebra Comput. Appl. 3(1) (2013), 1–13 (Jointly with, M. Salahuddin Khan and V. Diflippis). ISSN: 2217-6764. Publisher: Horizon Research Publishing Corporation. 
    2. On generalized Jordan triple (?, ?)*-derivations and related mappings, Meditrr. J. Math. 10 (2013), 1657-1668, DOI 10.1007/s00009-013-0277-x (Jointly with A. Fosner, M. Fosner and M. Salahuddin Khan). (ISI/JCR Listed, IF-0.656). ISSN: 1660-5446. Publisher: Springer. 
    3. On Multiplication (generalized)-derivations in prime and semiprime rings, Aequationes Mathematicae 86 (2013), 65–79 DOI : 10.1007/s00010-013-0205-y (Jointly with B. Dhara). (ISI/JCR Listed, IF-0.918). ISSN: 0001-9054. Publisher: Springer Basel .
    4. Jordan left *-centralizers of prime and semiprime rings with involution Beitr Algebra Geom, 54(2013), 609-624 DOI 10.1007/s13366-012-0117-3 (Jointly with N. A. Dar and J. Vukman). ISSN: 0138-4821. Publisher: Springer Berlin Heidelberg. 
    5. Identities with generalized derivations in semiprime rings, Demonstratio Math. 46(4) (2013), 453-460 (Jointly with B. Dhara), ISSN: 0420-1213. Publisher: De Gruyter. 
    6. A note on commutativity of rings with additive mappings, Arab J. Math. Sci. 19(2)(2013), 199-204 http://dx.doi.org/10.1016/ j.ajmsc.2012.10.002 (Jointly with Ajda Fosner and M. S. Khan). ISSN: 1319-5166, Publisher: Elsevier 
    7. On Orthogonal (?, ?)-Derivations in Semiprime Gamma-Rings, Int. Electronic J. Algebra 13(2013), 1-17 (Jointly with M. Salahuddin Khan). ISSN: 1306-6048. Publisher: Hacettepe University. 
  10. Research Paper Publications 2012
    1. On left ? –multipliers and commutativity of semiprime rings, Comm. Korean Math. Soc. 27(1) (2012), 69-76 http://dx.doi.org/ 10.4134/ CKMS.2012.27.1.069 (Jointly with H. Shuling), MR#2919013. ISSN: 1225-1763. Publisher: Communications of the Korean Mathematical Society. 
    2. On generalized *-derivations in *-rings, Palest. J. Math. 1 (2012), no. 1, 32--37 MR#2946179. ISSN: 2219-5688. Publisher: Palestine Journal of Mathematics. 
    3. On generalized (?, ?)-derivations in semiprime rings with involution, Math. Slovac., 62(3) (2012), 451-460, DOI: 10.2478/s12175-012-0021-1 (Jointly with M. Ashraf, N. Rehman and M. Rehman), MR#2915609. (ISI/JCR Listed, IF 0.409) ISSN: 0139- 9918. Publisher: Springer. 
    4. Genralized (?, ?)*-derivations and related mappings in Semiprime *-Rings, AsianEur. J. Math. 5( 2) (2012) 1250015 (10 pages) (Jointly with M. Ashraf, and A. Khan), MR#2959842. ISSN: 1793-5571. Publisher: World Scientific. 
    5. On derivations in semiprime rings, Algebr. Represent. Theory 15 (2012), no. 6, 1023--1033 (Jointly with H. Shuling), MR#2994014. (ISI/JCR Listed, IF 0.535). ISSN: 1386-923X. publisher: Springer. 
    6. On n-centralizing generalized derivations in semiprime rings with applications to C*- algebras, J. Algebra Appl. 11(6) (2012), 1250111(11 pages) (Jointly with B. Dhara) MR2997453. (ISI/JCR Listed, IF 0.373) ISSN: 0219-4988. Publisher: World Scientific 
    7. On generalized left (?, ?)-derivations in rings, Bull. Iranian Math. Soc. 38(4)(2012), 893-905 (Jointly with M. Ashraf, N. Rehman and M. Rehman). (ISI/JCR Listed, IF-0.262). ISSN 1735-8515. Publisher: Springer. 
  11. Research Paper Publications 2011
    1. On *-bimultipliers, generalized *-biderivations and related mappings, Kyungpook Math. J. 52(3)(2011), 301-309 (http://dx.doi.org/10.5666/ KMJ.2011.51.3.301 (Jointly with M. Salahuddin Khan) MR#2843015 (2012h:16078). ISSN: 1225-6951. Publisher: Department of Mathematics, Kyungpook National University.
    2. Nilpotent and invertible values in semiprime rings with Generalized Derivations Aequationes Mathematicae, 82(1-2) (2011), 123–134 (DOI 10.1007/s00010-010- 0061-y) (Jointly with Asma Ali and Vincenzo De Filippis), MR#2807037 (2012d:16058) (ISI/JCR Listed, IF-0.918) ISSN: 0001-9054. Publisher: Springer 
    3. A note on Jordan Triple (?, ?)*-derivations in H*-algebras, East- West J. of Mathematics, 13(2)( 2011), 139-146. ISSN: 1513-489X. Publisher: Chiang Mai. 65. On generalized (?, ?)-biderivations in rings, Asian-European Journal of Mathematics 4(3) (2011), 389–402 (Jointly with M. Ashraf, N. Rehman and M. Rehman) MR#2842650. ISSN: 1793-5571. Publisher: World Scientific. 
    4. On generalized left derivations in rings and Banach algebras Aequationes Mathematicae, 81(3) (2011), 209-226 (DOI 10.1007/s00010-011-0070-5), MR#2800958 (2012d:16120). (ISI/JCR Listed, IF-0.918) ISSN: 0001-9054. Publisher: Springer Basel. 
    5. On generalized Jordan (?, ?)-derivation that act as homomorphisms or antihomomrphisms, Journal of Algebra and Computational Applications (JACA), 1(1)(2011), 13-19, MR#2862508 (2012j:16065). ISSN: 2217-6764. (Jointly with S. Huang). Publisher: World Scientific. 
    6. On higher derivations: A Survey, Int. J. Math. Game Theory Algebra, 19(5- 6)(2011), 359–379 (Jointly with M. Ashraf and C. Haetinger), MR#2814896 (2012c:16125). ISSN: 1060-9881. Publisher: Nova. 

  12. Research Paper Publications 2010
    1. . On generalized (?, ?)-derivation in prime rings, Algebra Colloq. 17 (Spec 1) (2010), 865-874, (Jointly with M. Marubayashi, M. Ashraf and N. Rehman), MR#2737572 (2012d:16125) (ISI/JCR Listed, IF-0.298) ISSN: 1005-3867. Publisher: World Scientific. 
    2. On Jordan (?, ?)* -derivations in Semiprime * -rings, International J. Algebra 4(3)(2010), 99-108 (Jointly with A. Fosner) MR#2577459 (2011a:16060). ISSN: 1312-8868. Publisher: Hikari. 
    3. On semiprime rings with generalized derivations, Bol. Soc. Paran. Mat. 28 (2) (2010), 25-32 (Jointly with M. Ashraf, N. Rehman and M. Rahman) MR#2727428 (2011k:16044). ISSN: 0037-8712. Publisher: Paranaensa Mathematical Society Bulletin.
  13. On the structure of generalized Jordan *-derivations of prime rings

     Communications in Algebra (2020), https://doi.org/10.1080/00927872.2020.1837148 (Jointly with N. A. Dar) (ISI/JCR Listed, IF-0.556) ISSN: 0092-7872. Publisher: Taylor & Francis.

    Indexed: Web of Science (ISI, JCR, SCIE), Scopus, AMS Math Reviews.


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  14. Higher order commutators with power central values on rings and algebras involving generalized derivations,

    Georgian Math. J. (2020), 1-14 (Jointly with H. Alhazmi, A. N. Khan and M. Raza), https://doi.org/10.1515/gmj-2020-2064, Publisher: De Gruyter

    Indexed: Web of Science (SCIE, ISI, JCR, IF: 0.505), Scopus, AMS Math Reviews.


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  15. M-potent commutators of skew derivations on Lie ideals

    Georgian Math. J. (2020), 1-6 (Jointly with A. Raza and H. Alhazmi),  https://doi.org/10.1515/gmj-2020-2084, Publisher: De Gruyter.

    Indexed: Web of Science (SCIE, ISI, JCR, IF: 0.505), Scopus, AMS Math Reviews.



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  16. On skew derivations and generalized skew derivations in Banach algebras

    Questiones. Math. 43(9)(2020), 1259-1272, http://dx.doi.org/10.2989/ 16073606.2019.1607604  (Jointly with A. N Khan  H. Alhazmi and V. De Filippis) (ISI/JCR Listed, IF-1.049). ISSN:
    1607-3606. Publisher: Taylor & Francis.

    Indexed: Web of Science (SCIE, ISI, JCR, IF: 1.049), Scopus, AMS Math Reviews.



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  17. On *-differential identities in prime rings with involution

    Hacctt. J. Math & Stat. 48(2)(2020), 708-715 (Jointly with  A. Koam and A. M. Ansari) (ISI/JCR Listed, IF-0.413). ISSN 1303-5010.  https://dergipark.org.tr/download/article-file/756417, Publisher: Hacettepe University, Turkey.

    Indexed: Web of Science (SCIE, ISI, JCR, IF: 0.413), Scopus, AMS Math Reviews

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  18. Generalized (?, ?)-derivations in rings with involution

    Maejo Int. J. Sci. Technol. 14(01)(2020), 68-80 (Jointly with H. Alhazmi and A. N. Khan). ISSN: 2697-4746. Publisher: Maejo University, Thailand.
    Indexed: Web of Science (SCI,ISI, JCR, IF: 0.481), Scopus, AMS Math Reviews

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  19. Involution in prime rings with endomorphisms

    1.      Involution in prime rings with endomorphisms, AIMS Mathematics 5(4)(2020) , 32-74-3283(Jointly with A. N. Khan) ISSN (Online): 2473-6988. Publisher: AIMS Press, USA.

    Indexed: Web of Science (SCIE, IF:0.808), Scopus, AMS Math Reviews.


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LISTDownloadUPLOADED DATE
Syllabus MMM-3021
22/11/2021
Study Material for Module Theory Unit -I Lectures 1-2
22/11/2021
Study Materials for Module Theory Unit-I Lectures 3-5
22/11/2021
Study Material for Set Theory (Unit IV)
21/11/2021
Study Material for Number Theory (Unit III)
21/11/2021
Syllabus for MMB 553
21/11/2021
Text Book for Set Theory (MMB -553)
21/11/2021
Study Material for Set Theory and Number Theory (MMB -553)
21/11/2021
Study Material for Set Theory (Unit I part -B)
21/11/2021
Study Material for Set Theory (Unit I part -C)
21/11/2021