![photo](https://api.amu.ac.in/storage/images/empphoto/10077398-1613591441.jpg)
- DEPARTMENT_STAFF.QUALIFICATION
Ph.D.
- DEPARTMENT_STAFF.DESIGNATION
Assistant Professor (Contractual)
- DEPARTMENT_STAFF.THRUST_AREA
Algebra
- DEPARTMENT_STAFF.ADDRESS
C-7, Sami Apartment, Near Skyline Duplex, Dodhpur, Aligarh
- DEPARTMENT_STAFF.MOBILE
6396748830
- DEPARTMENT_STAFF.EMAIL
firdousi90@gmail.com
- DEPARTMENT_STAFF.TIME_TABLE
Time Table Dr. Firdhousi Begam 2021Time Table Dr. Firdhousi Begam 2021
Dr. Firdhousi Begam is working as Assistant Professor (Contractual) since August 2019 at Applied Science Section, University Polytechnic, AMU, Aligarh. Before this, she had worked as Assistant Professor at this Section and also at Women's College, AMU, Aligarh. She has obtained M.Phil. and Ph.D. degrees in Mathematics from Department of Mathematics, Aligarh Muslim University, Aligarh. She has maintained excellent academic records and secured first class at M.Sc. (Mathematics), B.Sc. (Mathematics Hons.), Senior Secondary level and Matriculation. She has got numerous scholarship throughout her academic career including Maulana Azad National Fellowship during her research period. She has twelve published papers to her credit. She has attended and presented her research paper at many International conferences in India as well as in Abroad.
- Quotient Modules Defined by Finitely Generated Submodules of QTAG- Modules Mathematical Sciences International Research Journal, Vol. 1, Number 1, pp. 123-128, 2012, ISSN-2278-8697
- On Quasi-h-Dense Submodules and h-Pure Envelopes of QTAG-Modules
- Algebra, Volume 2013, Article ID 873193, pp. 1-6, 2013, ISSN: 2314-4114
- On Ulm Support in QTAG-Modules SCIENTIA, Series A: Mathematical Science, Vol. 25, pp. 9-15, 2014, ISSN 0716-8446.
- On Strongly Socle-Regular QTAG-Modules SCIENTIA, Series A: Mathematical Science, Vol. 25, pp. 47-53, 2014, ISSN 0716-8446
- Essentially finitely indecomposable QTAG-modules New Trends in Mathematical Sciences, Vol. 4, No. 1, 2016, pp. 51-57, ISSN: 2147-5520.
- Lec-1 Matrices (Introduction)
- Lec 2 Matrices (Operation)
- Lec-4 Determinants and Cofactors
- Lec 5 (Inverse of a square matrix)|
- Lec 6 Application of matrices to the solution of Linear Equations|
- Lec 7(Properties of Determinants)
- Lec 8 Cramer"s Rule in Solving A System of Linear Equations
- Lec 9 Differential Equation(Introduction)
- Lec 10 Variable Separable Form of Differential Equation