Algebra and Related Topics with Applications

A. Abbasi, M. R. Mozumder and A. Jabeen, Characterization of b-generalized derivations in rings with involution.- M. S. Akhtar and  M. A. Ansari, Jordan generalized n-derivations of unital algebras containing idempotents.- R. Alam, Variational analysis of approximate defective eigenvalues.- A. Ali, Structure of prime near rings with multiplicative generalized derivations.- R. A. Khaled Assaad, w-fp-projective modules and dimension.- L. Carini, Vincenzo De Filippis, Central values of X-generalized skew derivations on right ideals in prime rings.- H. Chimal-Dzul, Commutative polynomial rings which are principal ideal rings.- Vincenzo De Filippis,  F. Rania, Two remarks on generalized skew derivations in prime rings.- U. Dempwolff, Dimensional dual hyperovals-An updated survey.- A. Gaur and R. Kumar, A note on FMS modules and FCP extensions.-  S. Huang, Generalized derivations of - prime rings.- P. Kanwar, M. Khatkar and R. K. Sharma, Basic one sided ideals of Leavitt path algebras over commutative rings.- A. N. Khan, S. Ali,  A. Abbasi, M. Ayedh, On certain -differntial identities in prime rings with involution.- M. S. Khan, On b-generalized derivations in prime rings.- D. Kumar, B. Bhushan, Commutativity of -prime rings with generalized derivation on Jordan ideals.- S Michael,  P.G. Romeo, Local subsemigroups and variants of some classes of semigroups.- H. EL Mir, B. Nejjar, L. Oukhtite, On traces of permuting nderivations on prime ideals.- S. K. Nimbhorkar, Deepali B. Banswal, Closed weak supplemented lattices.- J. K. Park, S. T. Rizvi, , On Compatible Ring Structures of the Injective Hull of a Ring.- M. Arif Raza, M. S. Khan,  N. ur Rehman, On Commutators Involving Derivations and Automorphisms in Prime Rings.- J. Roseline, M. K. Patel, Modules invariant under clean endomorphisms of their injective hulls.- A. Sabharwal, R. Sharma, P. Yadav, A note on central idempotents in finite group rings of symmetric groups.- G. Scudo,

MOHAMMAD ASHRAF is Chairman and Professor at the Department of Mathematics, Aligarh Muslim University (AMU), Aligarh, India. He is also Dean, the Faculty of Science, AMU, Aligarh, India. He received his Ph.D. degree in mathematics from AMU, and started teaching at the Department of Mathematics, AMU, in the year 1986. He had made substantial contributions to ring theory and algebras, linear algebra, coding theory, graph theory, and cryptography. He proved several exemplary results and published them in internationally reputed journals. He has published more than 200 peer-reviewed scientific articles. He has organized several International conferences and edited five edited volumes and conference proceedings. Professor Ashraf has successfully completed many major research projects from the UGC, DST, and NBHM, India. He had visited several foreign countries to deliver plenary and invited lectures at international conferences and seminars. He had been Visiting Scientist for many years in the University of Maribore, Slovenia, under the bilateral exchange program supported by Slovenian-Indian joint working group on scientific and technological co-operation under the auspices of the DST, India, and the Ministry of Higher Education Science & Technology (MHEST), Republic of Slovenia. Together with all the above achievements, Prof. Ashraf is Editor and Managing Editor of many reputed international mathematical journals and life member of several mathematical societies.  ASMA ALI is Professor at the Department of Mathematics, Aligarh Muslim University (AMU), Aligarh, India. She joined the Department of Mathematics at AMU, in 1995, as a faculty member and has been serving the department since then. She was awarded Senior Research Fellowship from UGC, New Delhi, and successfully completed her PhD in 1991. Professor Asma has made valuable contributions in her field of research and has published a number of papers in reputed international journals, which are being cited