Department of Mathematics Raiganj Surendranath Mahavidyalaya

The “Department of Mathematics” of Raiganj Surendranath Mahavidyalaya started its journey in the year 2007 with the mission to provide an environment where students can learn and become competent users of mathematics and mathematical application. Moreover, the department contributes to the development of students as mathematical thinkers, enabling them to become life long learners, to continue to grow in their chosen professions, and to function as productive citizens.

The department consists of six faculty members:

1)  Dr. Abhijit Mandal, Assistant Professor & H.O.D.

2) Dr. Meghlal Mallik, Assistant Professor.

3) Gopan Saha, State Aided College Teacher.

4) Rima Das, State Aided College Teacher.

5) Enamul Hoque, State Aided College Teacher.

6) Md Rejuan, State Aided College Teacher.

**For any departmental queries write to rsmmath20@gmail.com or whats app at “7908014870”

Study Material Supplied for students

LIMIT by Dr. Meghlal Mallik

SEQUENCE AND SERIES OF REAL NUMBERS BY Dr. MEGHLAL MALLIK

Mathematics Syllabus under CBCS

MATHEMATICS-HONOURS-1   MATHEMATICS-GENERAL-1

Adobe Scan 21 May 2024

1. Datta, S. K. & Mallik, M. (2011). Estimation of growth of composite entire and meromorphic functions
of order zero on the basis of slowly changing functions. International Journal of Mathematical Analysis,
5(23), 1103-1115.

2. Datta, S. K. & Mallik, M. (2011). On the growth of composition of entire functions with respect to
minimum modulus. International Journal of Contemporary Mathematical Sciences, 6(24), 1187-1194.

3. Datta, S. K. & Mallik, M. (2011). Relative L-order and related comparative growth properties of entire
functions in terms of their minimum modulus. International Mathematical Forum, 6(29), 1421-1435.

4. Datta, S. K. & Mallik, M. (2011). Relative (p,q)th order and related growth estimates of entire functions on the basis of their minimum modulus. International Journal of Mathematical Analysis, 5(23),
1117-1125.

5. Datta, S. K. & Mallik, M. (2011). Sharing and \((p; q)\)th order of meromorphic and entire functions.
International Mathematical Forum, 6(29), 1413-1419.

6. Datta, S. K. & Mallik, M. (2011). Generalised L-order of the derivative of a meromorphic function.
International Journal of Contemporary Mathematical Sciences, 6(24), 1195-1200.

7. Datta, S. K. & Mallik, M. (2011). A note on relative L-order and relative L-order of entire functions.
International Mathematical Forum, 6(29), 1437-1444.

8. Datta, S. K. & Mallik, M. (2011). Relative L-Ritt order and related comparative growth properties of
entire Dirichlet series. International Journal of Mathematical Analysis, 5(23), 1127-1138.

9. Datta, S. K. & Mallik, M. (2011). Growth properties of composite entire functions of two complex
variables. International Journal of Contemporary Mathematical Sciences, 6(24), 1201-1212.

10. Datta, S. K. & Mallik, M. (2011). Study of growth properties on the basis of Goldberg order of
composite entire functions of several variables. International Journal of Mathematical Analysis, 5(23), 1139-1153.

11) Abhijit Mandal and Ashoke Das, “Projective curvature tensor with respect to Zamkovoy connection in Lorentzianpara-Sasakianmanifolds”,Journal of The Indonesian MathematicalSociety, Vol. 26, No. 03, 369-379 (2020).(SCOPUS, UGC-CARE)

12) Abhijit Mandal and Ashoke Das, “On M-projective curvature tensor of Sasakian manifolds admitting Zamkovoy connection”, Advances in Mathematics: Scientific Journal, Vol. 9, No. 10, 8929-8940 (2020).(SCOPUS, UGC-CARE)

13) Ashoke Das and Abhijit Mandal, “Study of Ricci soliton on concircularly flat Sasakian manifolds admitting Zamkovoy connection”, The Aligarh Bulletin of Mathematics, Vol. 39, No. 02, 47-61 (2020).(PEER-REVIEWED)

14) Abhijit Mandal and Ashoke Das, “Pseudo projective curvature tensor on Sasakian manifolds admitting Zamkovoy connection” Bulletin of the Calcutta Mathematical Society, Vol. 112, No. 05, 431-450(2020).(UGC-CARE)

15) Abhijit Mandal and Ashoke Das, “LP-Sasakian manifolds equipped with Zamkovoy connection and conharmoniccurvaturetensor”, Journal of The Indonesian Mathematical Society, Vol. 27, No. 03, 137-149 (2021).(SCOPUS,UGC-CARE)

16) Abhijit Mandal, “Zamkovoy connection on Lorentzianpara-Sasakian manifolds”, Journal of Advance Mathematical Studies, Vol. 14, No. 3, 420-430 (2021).(UGC-CARE)

17) Abhijit Mandal and Ashoke Das, “On pseudo projective curvature tensor of Sasakian manifolds admitting Zamkovoy connection” Journal of Hyperstructures, Vol. 10, No. 02, 52-67 (2021).(UGC-CARE)

18) Abhijit Mandal, Gopan Saha, Ashoke Das, “Some curvature properties and Ricci soliton on Sasakian manifold admitting a metric connection”, Journal of Advance Mathematical Studies, Vol. 15, No. 2, 223-234 (2022).(UGC-CARE)

19) Abhijit Mandal, Ashoke Das, Afsar Hossain Sarkar”Ricci soliton on Sasakian manifolds admitting Zamkovoy connection”, Italian Journal of Pure and Applied Mathematics, No. 47, 769-779 (2022).(UGC-CARE)

20) Abhijit Mandal, Afsar Hossain Sarkar, Ashoke Das, “Zamkovoy connection on Lorentzianpara-Kenmotsu manifold”, Bulletin of the Calcutta Mathematical Society, Vol. 114, No. 04, 401-420(2022).(UGC-CARE)

21) Abhijit Mandal, Afsar HossainSarkar, AshisBiswas, Ashoke Das, “Some Curvature Properties of para-Kenmotsu manifold with respect to Zamkovoy connection”, Journal of HyperstructuresVol. 11, No. 01, 166-182 (2022).(UGC-CARE)

22) Abhijit Mandal, Meghlal Mallik, GopanSaha, Afsar Hossain Sarkar, Ashoke Das, “A study of solitons on paraSasakian manifolds with respect to a metric connection”, Journal of Advance Mathematical Studies, Vol. 16, No. 3 (2023).(UGC-CARE)

Class Routine 2023 Dept. of Mathematics

MATH. CLASS ROUTINE 2021 

Offline Class Routine (Hons & Gen) Session: 2021-22

RSM Math Routine 2024- (29.3.24) – Final(3)