First-,
second-,
and third-kind species,
as well as neutral,
amensal,
equilibrium points,
stability analysis,
and stochastic processes.
Subject:
Mathematics
Biography
Dr. Kondala Rao K Department of Mathematics, Vidya Jyothi Institute of Technology, Aziz Nagar Gate, C. B. Post, Moinabad Mandal, Hyderabad-500035.Telanagana, India. Research and Academic Experience: He has 18 years of teaching experience and including 13 years of research experience. Research Area: His research area includes in Mathematical Modelling in Ecology and Epidemiology. Number of Published papers: He has more than 30 research articles published in National/ International Journals and conference proceedings. His Three Patents Published in the official journal of Patent office India. He also published a book titled “Mathematical Study of Interaction of Three Species” in the Lambert Academic Publishing is an International Book Market Service. Special Award: Awarded a minor project entitled “Dynamics of time delayed SIR and SIRS Epidemic Models” under JNTUH-TEQIP-III.
Main publications:
K. KONDALA RAO, B. N. R. KARUNA, K. LAKSHMI NARAYAN AND B. RAVINDRA REDDY, “Stability Analysis of A Dengue Disease Transmission Model with Intracellular Delay”, “Advances in Mathematics: Scientific Journal” (Adv. Math. Sci. Jour. -Scopus), 9:10 (2020), 8911–8928
Kondala Rao. K, Lakshmi Narayan. K, Murali Mohan. K. V, and Papa Rao. A. V., “Global Stability Analysis of a Two Mutualistic Species Ammensal on Third Species With Cover for Third Species”, International Conference on Mathematical Sciences and Applications (ICMSA-2019), AIP Conf. Proc., 2246
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Kondala Rao. K, Lakshmi Narayan. K, Murali Mohan. K. V, and Papa Rao. A. V., “Global Stability Analysis of Three Species Ecological Model in Which First Species is Ammensal on Two Mutualistic Species”, Bulletin of Calcutta Mathematical Society, 112:3 (2020), 229-238
K. Kondala Rao, K. Lakshmi Narayan, G. Ranjith Kumar, K. Ramesh, A. V. Papa Rao, “Dynamics of a three species syn-ecological ammensalsim model: A stochastic approach”, TMF, 223:3 (2025), 484–491; Theoret. and Math. Phys., 223:3 (2025), 944–951
2.
K. Lakshmi Narayan, K. Kondala Rao, V. Sivaramakrishna Reddy, G. Ranjith Kumar, K. Ramesh, “Drug concentration after intravenous administration: A mathematical approach”, TMF, 223:3 (2025), 473–483; Theoret. and Math. Phys., 223:3 (2025), 935–943
