Publications

Dr. Rekha R Jaichander

• Jaichander, R. R., Ahmad, I., & Kummari, K. (2022). Robust semi-infinite interval- valued optimization problem with uncertain inequality constraints. Korean Journal of Mathematics, 30(3), 475-489.
• Jaichander, R. R., Ahmad, I., Kummari, K., & Al-Homidan, S. (2022). Robust nonsmooth interval-valued optimization problems involving uncertainty constraints. Mathematics, 10(11), 1787.
• Kummari, K., Jaichander, R. R., & Ahmad, I. (2023). Optimality, duality and saddle point criteria for a robust fractional interval-valued optimization problem with uncertain inequality constraints via convexificators. RAIRO-Operations Research, 57(3), 1397- 1416.
• Kummari, K., Jaichander, R. R., & Ahmad, I. (2024). Sufficient optimality, duality and saddle point analysis in terms of convexificators for nonsmooth robust fractional interval- valued optimization problems. Asian-European Journal of Mathematics, 17(02), 2450020.
• Kummari, K., Jaichander, R. R., & Ahmad, I. (2024). Robust Mathematical Programming Problems Involving Vanishing Constraints via Strongly Invex Functions. Bulletin of the Malaysian Mathematical Sciences Society, 47(4), 123.

Ms. Y. Suryavardhani

• Ajjarapu, S., Bandaru, R., Shukla, R., & Jun, Y. B. (2024). Parapseudo-complementation on paradistributive latticoids. European Journal of Pure and Applied Mathematics, 17(2), 1129-1145.
• Bandaru, R., Patel, P., Rafi, N., Shukla, R., & Ajjarapu, S. (2024). Normal Paradistributive Latticoids. European Journal of Pure and Applied Mathematics, 17(2), 1306-1320.
• Bandaru, R., & Ajjarapu, S. (2024). Paradistributive latticoids. European Journal of Pure and Applied Mathematics, 17(2), 819-834.

Ms. K. Ramanjana

• Koka, R., & Ganjikunta, A. (2024). Effect of the Aligned Magnetic Field over a Stretching Sheet through Porous Media in Casson Fluid Flow. CFD Letters, 16(4), 16-38.
• Koka, R., & Ganjikunta, A. (2023). Investigating the Impact of Magnetohydrodynamic (MHD) and Radiation on the Casson-Based Nanofluid Flow over a Linear Stretching Sheet in a Porous Medium with Heat Source or Sink. Journal of Advanced Research in Fluid Mechanics and Thermal Sciences, 111(2), 170-194.

Ms. K. Lavanya

• Lavanya, K., Rao, A. G., & Vijayasekhar, J. (2024). Vibrational Hamiltonian of Carbonyl Sulphide and Hydrogen Cyanide. East European Journal of Physics, (1), 432-435.
• Vijayasekhar, J., Suneetha, P., & Lavanya, K. (2023). Vibrational spectra of cyclobutane- d8 using symmetry-adapted one-dimensional Lie algebraic framework. Ukrainian Journal of Physical Optics, 24(3), 193-199.
• Vijayasekhar, J., Lavanya, K., & Kumari, M. P. (2024). Vibrational Frequencies of Phosphorus Trichloride with the Vibrational Hamiltonian. East European Journal of Physics, (2), 407-410.
• Rao, A. G., Lavanya, K., & Vijayasekhar, J. (2024). Higher Overtone Vibrational Frequencies of Cyclobutane-D8 Using Lie Algebraic Framework. East European Journal of Physics, (2), 411-415.
• Lavanya, K., Vijayasekhar, J. (2024). Overtone Frequencies of Ozone using Vibrational Hamiltonian, Taylor & Francis, 2024 – Conference Proceedings - KL University ICIIHS.
• K. Lavanya, K Sri Sravanti, J. Vijayasekhar. (2024). Facilitating Easy Navigation within a College Campus using Dijkstra’s Algorithm: An Application of Graph Theory, Taylor & Francis, 2024 – Conference Proceedings - KL University ICIIHS.

Ms. B. Lavanya

• Lavanya Baradi , G.Srinivas (2023). Heat and Mass Transfer through Clay –Water nano fluid with Heat Source, Positif, Journal 23(6), 372-380.

Dr. Sr. Mary Jacintha

• Selvam, A. G. M., Alzabut, J., Vianny, D. A., Jacintha, M., & Yousef, F. B. (2021). Modeling and stability analysis of the spread of novel coronavirus disease COVID-19. International Journal of Biomathematics, 14(05), 2150035.
• Selvam, A. G. M., Alzabut, J., Jacintha, M., & Özbekler, A. (2020). Oscillation results for a class of nonlinear fractional order difference equations with damping term. Journal of Function Spaces, 2020, 1-10.
• Selvam, A. G. M., Vianny, D. A., & Jacintha, M. (2018, December). Stability in a fractional order SIR epidemic model of childhood diseases with discretization. In Journal of Physics: Conference Series (Vol. 1139, No. 1, p. 012009). IOP Publishing..

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