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Dr. Firdhousi Begum
Complete CV
PROFILE

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.

  1. "A study of Summable QTAG-Modules"

    "Journal of  Umm Al-Qura University-Applied Science" published by Springer, https://doi.org/10.1007/s43994-022-00006-5

  2. " A study of w1-(w+n)-Projective QTAG-Module"

    "Journal of King Saud University-Science" published by Elsevier https://doi.org/10.1016/jksus.2022.102323

  3. "On submodule Transitivity of QTAG-Modules"

    AIMS-Mathematics,8(4): 9303-9313.doi:10.3934/math.2023467 with IF2.734,2023, ISSN2473-6988.

  4. "On the Socles of Isotype and Balanced Submodules"

    Journal of Umm Al-Qura University for Applied Sciences, published by Springer, https://doi.org/10.1007/s43994-023-00082-1.

  5. "Transitivity in QTAG-Module-A Study"

    "The Bulletin of Parana's Mathematical Society named Boletim da Sciedade Paranaense de Mathematica(BSPM), ISSN-0037-8712(Print)(3s.) v. 2025 (43) : 1–10. ISSN-0037-8712 doi:10.5269/bspm.6808

  6. "Nice Submodules and Projectivity in w1-(w+n)-QTAG Module Structure"

    Journal of Mathematics, published by Wiley 2026, 2026:3680585https://doi.org/10.1155/jom/3680585

  7. On Generalization of Projective QTAG-Modules

    Journal of Mathematics, published by Hindawi, Vol 2023, https://doi.org/10.1155/2023/3175455.

  8. On Ulm Support in QTAG-Modules
    SCIENTIA, Series A: Mathematical Science,  Vol. 25, pp. 9-15, 2014, ISSN 0716-8446.


  9. 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

  10. 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


  11. On Strongly Socle-Regular QTAG-Modules

    SCIENTIA, Series A: Mathematical Science,  Vol. 25, pp. 47-53, 2014, ISSN 0716-8446

  12. Essentially finitely indecomposable QTAG-modules
    New Trends in Mathematical Sciences, Vol. 4, No. 1, 2016, pp. 51-57, ISSN: 2147-5520.


LISTDownloadUPLOADED DATE
Properties of Determinants Lec-7(BMA-401)
20/02/2021
Inverse of a square matrix Lec-5(BMA-401)
20/02/2021
Application of Matrices to the solutions of linear equations Lec-6 (BMA-401)
20/02/2021
Cramer's Rule Lec-8(BMA-401)
20/02/2021
Matrices(Introduction) Lec-1 Applied Mathematics-IV (BMA-401)
20/02/2021
Operations on Matrices (Lec-2) Applied Mathematics-IV (BMA-401)
20/02/2021
Determinants and Cofactors Lec-4 (BMA-401)
20/02/2021
Basic Problems of Ex-3 Lec-3 (BMA-401)
20/02/2021
Differential Equations(Introductions) Lec-9 (BMA-401)
20/02/2021
Variable Separable form of Differential Equations Lec-10
20/02/2021
PAM101S Semester I
06/04/2021
Unit II PAM101S Semester I
06/04/2021
Unit III Straight Line PAM101S Semester I
06/04/2021
Circle Unit III PAM101S Semester I
06/04/2021
Important Notice for students having backlog paper in Applied Mathematics_I(BMA101)
28/05/2021
  • Lec-1 Matrices (Introduction)
    https://api.amu.ac.in//storage/
  • Lec 2 Matrices (Operation)
    https://api.amu.ac.in//storage/
  • Lec-4 Determinants and Cofactors
    https://api.amu.ac.in//storage/
  • Lec 5 (Inverse of a square matrix)|
    https://api.amu.ac.in//storage/
  • Lec 6 Application of matrices to the solution of Linear Equations|
    https://api.amu.ac.in//storage/
  • Lec 7(Properties of Determinants)
    https://api.amu.ac.in//storage/
  • Lec 8 Cramer"s Rule in Solving A System of Linear Equations
    https://api.amu.ac.in//storage/
  • Lec 9 Differential Equation(Introduction)
    https://api.amu.ac.in//storage/
  • Lec 10 Variable Separable Form of Differential Equation
    https://api.amu.ac.in//storage/