Experts Behind Your Education
Faculty Profile
Dr. Ranjini M C
Assistant Professor
P G Department of Mathematics (Aided)
Contact
- ranjiniprasad@gmail.com
Experience
Assistant Professor
MES Mampad College
10-07-2015
-
01-06-2023
| Qualification | Institution | Year | Specialization |
|---|---|---|---|
| Ph.D. | Bharathiar University | January, 2014 | Differential Equations |
| M.Phil | Bharathiar University | March, 2004 | Topological Vector Space |
| MSc | Bharathiar University | March, 2002 | Mathematics |
| Qualification Of Exams | Year |
|---|
Paper Presentation
Existence and Uniqueness of Fractional Impulsive Neutral Functional Differential Equations
Presentation
:National conference on Advances in Mathematical Analysis and Applications
Organized By
:
K.S.R. College of Arts and Science, Thiruchengode.
Date
:
12-08-2011
Publications
Journals
Advances in Theoretical and Applied Mathematics
Publisher
:
A. Anguraj and M.C. Ranjini
Date
:
01-01-2011
Volume
:
6
Description
:
-
The Journal of Nonlinear Science and Applications
Publisher
:
A. Anguraj and M.C. Ranjini
Date
:
01-01-2012
Volume
:
Vol. 3, No. 4, pp.1-12.
Description
:
Existence of mild solutions of random impulsive functional differential equations with almost sectorial operators
Journal of Fractional Calculus and Applications
Publisher
:
A. Anguraj and M.C. Ranjini
Date
:
01-01-2012
Volume
:
Vol. 3, No. 4, pp.1-12
Description
:
Existence results for Fractional Impulsive Functional Differential Equations
Malaya Journal of Matematik
Publisher
:
A. Anguraj and M.C. Ranjini
Date
:
01-01-2013
Volume
:
Vol.1, Issue 2, pg. 43-53
Description
:
Nonlocal impulsive fractional semilinear differential equations with almost sectorial operators
Mathematics
Publisher
:
A. Anguraj, M.C. Ranjini, M. Rivero and J.J. Trujillo
Date
:
01-01-2015
Volume
:
Vol. 3(1), 16-28
Description
:
Existence results for Fractional Neutral Functional Differential Equations with Random Impulses
Malaya Journal of Mathematik
Publisher
:
M.C. Ranjini and Ashitha P.A
Date
:
01-01-2020
Volume
:
Vol.S, No.1, 214-219
Description
:
On the Numerical Solution of Fractional Riccati Differential Equations
Malaya Journal of Matematik
Publisher
:
M.C. Ranjini and Shameema V
Date
:
01-01-2019
Volume
:
Vol.S, No. 1, 610-614
Description
:
Logarithmic fractional order Euler functions for solving Caputo type modified Hadamard fractional integro differential equations
Advances in Mathemaics: Scientific Journal
Publisher
:
M.C. Ranjini and V. Shameema
Date
:
01-01-2020
Volume
:
9, no.4, 1867-1874
Description
:
A numerical method for Fractional variations problems based on Fractional order Euler functions
Acta Universitatis Matthiae Belii, Series Mathematics
Publisher
:
M.C.Ranjini and Shabna M.S
Date
:
01-01-2020
Volume
:
Vol 27, 19-31
Description
:
A k-dimensional systems of fractional neutral functional differential equations involving ?-Caputo fractional derivative
South East Asian Journal of Mathematics and Mathematical Sciences
Publisher
:
Ranjini M.C. and Shabna M S
Date
:
01-01-2020
Volume
:
Vol.16, No.2, 41-56
Description
:
On Existence of psi-Hilfer Hybrid Fractional Differential Equations
Malaya Journal of Matematik
Publisher
:
M.C. Ranjini and Shabna M S
Date
:
01-01-2019
Volume
:
Vol.5, No. 4, 619-624
Description
:
Fractional Impulsive Neutral functional differential equations involving ?- Caputo fractional derivative
AIP Conference Proceedings
Publisher
:
M.C. Ranjini and V. Shameema
Date
:
01-01-2020
Volume
:
Vol: 2261
Description
:
A numerical solution to conformable fractional order logistic equation
Journal of Fractional Calculus and Applications
Publisher
:
M.C. Ranjini and Shameema V
Date
:
01-01-2023
Volume
:
Vol. 14(1), pp. 157-170.
Description
:
An operational matrix method for Fractional Differential equations with non-singular kernel
Proceedings
International Conference on Mathematics and Computing(ICMC)
Publisher:-
Ranjini M C
Description
:
Existence results of mild solutions for impulsive fractional differential equations with almost sectorial operators
Researches
Existence results for Fractional Impulsive Differential Equations with almost Sectorial Operators
Department
:
Mathematics
Author
:
Research Guide
Institution
:
MES Kalladi College, Mannarkkad