Dr. Kanduri Venkata Lakshmi Narasimha Acharyulu

Associate Professor
Department of Mathematics, Bapatla Engineering College, India

Highest Degree
Ph.D. in Mathematics from Acharya Nagarjuna University, India

My URL
https://livedna.org/91.4957

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Biography

Dr. Kanduri Venkata Lakshmi Narasimha Acharyulu is currently working as Assistant Professor at Bapatla Engineering College, India. He obtained his Ph.D. in Mathematics from Acharya Nagarjuna University, India. His area of expertise includes Mathematical Ecology, Mathematical Biology, Mathematical Modeling, Differential Equations, and Numerical Methods. He has 44 publications in journals as author/co-author.

Area of Interest:

Mathematics
Mathematical Ecology
Mathematical Biology
Mathematical Modeling
Differential Equations

Selected Publications

  1. Acharyulu, K.V.L.N., V. Saritha and K.Y. Devi, 2019. A peculiar case in assignment problem with triangular numbers. J. Gujarat Res. Soc., 21: 378-389.
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  2. Acharyulu, K.V.L.N., O. Nagaraju and G. Srikanth, 2019. A special case in assignment problem with Ramanujan primes. J. Gujarat Res. Soc., 21: 368-377.
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  3. Acharyulu, K.V.L.N., H. Mounika and C.R.R. Devi, 2019. A variety case in assignment problem with tribonacci numbers. J. Gujarat Res. Soc., 21: 401-413.
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  4. Acharyulu, K.V.L.N., C.S. Lakshmi and Y. Anusha, 2019. A generalized case in assignment problem with lucas numbers. J. Gujarat Res. Soc., 21: 390-400.
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  5. Acharyulu, K.V.L.N., B. Jayasree and S. Mubeena, 2018. A generalized problem in linear programming problem. Int. J. Manage. Technol. Eng., 8: 1541-1548.
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  6. Kumar, N.P. and K.V.L.N. Acharyulu, 2013. Global stability of a commensal - host ecological model with limited resources and both are harvesting at a constant rate. Int. J. Math. Comput. Appl. Res., 3: 95-102.
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  7. Kumar, N.P. and K.V.L.N. Acharyulu, 2013. A host and a flourishing commensal species pair with limited resources- global stability analysis. Int. J. Civ. Struct. Environ. Infrastruct. Eng. Res. Dev., 3: 11-16.
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  8. Acharyulu, K.V.L.N., N.R. Gopal and N.C.P. Ramacharyulu, 2013. A two level and four species ecological ammensalism-global stability analysis. Int. eJ. Math. Eng., 4: 2028-2036.
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  9. Acharyulu, K.V.L.N., M.N.M. Krishna, S. Bandikalla and N. Vadlana, 2013. A significant approach on a special case of Game theory. Int. J. Comput. Sci. Eng. Inf. Technol. Res., 3: 55-78.
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  10. Acharyulu, K.V.L.N. and N. Vadlana, 2013. Influence of G.P on networks - a scientific study on case (I). Int. J. Comput. Networking Wireless Mobile Commun., 3: 83-92.
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  11. Acharyulu, K.V.L.N. and M.N.M. Krishna, 2013. Some remarkable results in row and column both dominance game with brown's algorithm. Int. J. Math. Comput. Appl. Res., 3: 139-150.
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  12. Acharyulu, K.V.L.N. and M.N.M. Krishna, 2013. Impact of A. P on networks - a computational study on case (I). Int. J. Comput. Networking Wireless Mobile Commun., 3: 93-102.
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  13. Acharyulu, K.V.L.N. and M.N.M. Krishna, 2013. A scientific computation on a peculiar case of Game theory in operations research. Int. J. Comput. Sci. Eng. Inf. Technol. Res., 3: 175-190.
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  14. Mohan, P.R., K.V.L.N. Acharyulu and P.P. Anjaneyulu, 2012. A case study in three species ecological ammensalism. J. Exp. Sci., 3: 43-54.
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  15. Acharyulu, K.V.L.N., N.R. Gopal, P.P. Anjaneyulu and P.R. Mohan, 2012. Ecological ammensalism with four species at three levels-a numerical approach. Int. J. Math. Arch., 3: 3656-3669.
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  16. Acharyulu, K.V.L.N., N.C.P. Ramacharyulu,P.P. Anjaneyulu and P.R. Mohan, 2012. Global stability analysis of a three level ecological ammensalism with four species. I. eJ. Math. Sci. Technol. Humanities, 2: 838-847.
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  17. Acharyulu, K.V.L.N., M.L. Sailaja and P.R. Mohan, 2012. Relation between reversal dominance time and carrying capacities in multiplex ecological ammensalism - a numerical study. J. Exp. Sci., 3: 68-73.
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  18. Acharyulu, K.V.L.N. and N.R. Gopal, 2012. Numerical approach to a mathematical model of three species ecological ammensalism. Int. J. Math. Arch., 3: 2273-2282.
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  19. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2012. On the carrying capacity of enemy species , inhibition coefficient of ammensal species and dominance reversal time in an ecological ammensalism - a special case study with numerical approach. Int. J. Adv. Sci. Technol., 43: 49-58.
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  20. Acharyulu, K.V.L N. and N.C.P. Ramacharyulu, 2012. The harvested enemy and a cover protected ammensal species pair with limited resources. Int. J. Appl. Math. Comput., 4: 170-182.
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  21. Sailaja, M.L., K.V.L.N.Acharyulu and N.C.P. Ramacharyulu, 2011. An Ecological Ammensalism with Multifarious restraints - A Numerical Study. Int. J. Bio-Sci. Bio-Technol., 3: 1-12.
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  22. Mohan, P.R. and K.V.L.N. Acharyulu, 2011. A special case study of ecological ammensalism with a numerical approach. Int. Adv. Eng. Technol., 2: 153-160.
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  23. Acharyulu, K.V.L.N., P. Rama Mohan and N.C.P. Ramacharyulu, 2011. An Ecological Mathematical Model of an Immigrated Ammensal and a Migrated Enemy Model with Mortality Rate for Ammensal Species-An Analytical Investigation. Int. J. Pure Appl. Sci. Technol., 4: 71-84.
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  24. Acharyulu, K.V.L.N., 2011. Stability Case in a Mathematical Model of Time Delayed Ammensal and an Enemy Ecological Species with Limited Resources. J. Eng. Res. Stud., 2: 28-33.
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  25. Acharyulu, K.V.L.N., 2011. Global Stability Analysis on Ecological Immigrated Ammensalism. Int. J. Adv. Eng. Technol., 2: 203-208.
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  26. Acharyulu, K.V.L.N., 2011. An Enemy and Time Delayed Ammensal Species Pair- Liapunov’s Stability Analysis. Int. eJ. Math. Eng., 2: 809-813.

  27. Acharyulu, K.V.L.N., 2011. An Ecological Ammensalism with Replenishment Rate for Both the Species -A Recursive and Numerical Study. Int. J. Adv. Eng. Technol., 2: 20-26.
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  28. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2011. On an Ammensal-enemy Ecological Model with Variable Ammensal Coefficient. Int. J. Comput. Cognition, 9: 38-43.
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  29. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2011. Mortal Ammensal and An Enemy Ecological Model with Immigration for Ammensal Species at a Constant Rate. Int. J. Bio-Sci. Bio-Technol., 3: 39-48.
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  30. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2011. An Immigrated Enemy- Ammensal Model with Mortality Rate for Ammensal Species. J. Eng. Res. Stud., 2: 71-75.
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  31. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2011. An Immigrated Ecological Ammensalism with Limited Resources. Int. J. Adv. Sci. Technol., 27: 79-85.
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  32. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2011. An Ammensal-Prey with Three Species Ecosystem. Int. J. Comput. Cognition, 9: 54-63.
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  33. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2011. A Two Species Ecological Ammensalism with Decay for Ammensal Species and Replenishment Rate for both the Species -A Recursive and Numerical Approach. Int. J. Adv. Eng. Technol., 2: 143-147.
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  34. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2011. A Three Species Ecological Ammnesalim with Mortality Rate for Prey. J. Eng. Res. Stud., 2: 139-146.
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  35. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2011. A Study on Global Stability of the Harvested Enemy and an Ammensal Species Pair with Limited Resources. Int. J. Math. Res., 3: 59-67.
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  36. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2011. A Numerical Study on An Ammensal - Enemy Species Pair with Unlimited Resources and Mortality Rate for Enemy Species. Int. J. Adv. Sci. Technol., 30: 13-24.
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  37. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2011. A Monad Ammensalism with Reserve for Ammensal Species and Harvesting for The both the Species at Variable Rates. Int. eJ. Math. Eng., 2: 1131-1140.

  38. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2011. A Migrated Ammensal and an Immigrated Enemy Ecological Model with Limited Resources. Int. J. Adv. Eng. Technol., 2: 176-184.
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  39. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2011. A Complex Case in Three Species Ammensal Ecosystem. Int. J. Adv. Eng. Technol., 2: 163-168.
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  40. Sailaja, M.L., K.V.L.N.Acharyulu and N.C.P. Ramacharyulu, 2010. A Mathematical Model Of Ecological Ammensalism For Three Interacting Species With Harvesting At Variable Rates. Int. e-J. Math. Eng., 1: 639-662.
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  41. Sailaja, M.L., K.V.L.N. Acharyulu, N.C.P. Ramacharyulu and P.R. Mohan, 2010. Ecological Ammensal Model With Reserve For One Species and Harvesting For Both the Species at Variable Rates. Int. J. Adv. Soft Comput. Appl., 2: 264-281.
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  42. Sailaja, M.L., K.V.L.N. Acharyulu and N.C.P. Ramacharyulu, 2010. A Cover Protected Ammensal With Constant Harvesting Rate and Enemy Species Pair With Limited Resources. Int. eJ. Math. Eng., 1: 577-591.

  43. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2010. Some Threshold Results on An Ammensal-Enemy Ecological Model with Variable Ammensal Coefficient. Global J. Math. Sci., 2: 49-58.
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  44. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2010. On the Stability of An Enemy – Ammensal Species Pair with Resources Limited for one Species and Unlimited for the other. Int. eJ. Math. Eng., 1: 1-14.

  45. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2010. On the Stability of An Ammensal-Enemy Species Pair with Unlimited Resources. Int. eJ. Math. Eng., 1: 140-149.

  46. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2010. On the Carrying Capacities of an Ammensal and Enemy Species pair with Limited Resources at Low Ammensalism: A Numerical Approach. Int. J. Math. Appl., 3: 15-22.

  47. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2010. On The Stability of An Ammensal- Enemy Harvested Species Pair With Limited Resources. Int. J. Open Prob. Comput. Math., 3: 241-266.
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  48. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2010. Liapunov’s Stability Analysis on Ammensal-Enemy Species Pair with Limited Resources. Int. eJ. Math. Eng., 1: 240-245.

  49. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2010. In view of the Reversal Time of Dominance in An Enemy-Ammensal Species Pair with Unlimited and Limited Resources Respectively for Stability by Numerical Technique. Int. J. Math. Sci. Eng. Appl., 4: 109-131.

  50. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2010. An Enemy- Ammensal Species Pair With Limited Resources –A Numerical Study. Int. J. Open Prob. Comput. Math., 3: 339-356.

  51. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2010. An Ammensal-Enemy Specie Pair with Limited and Unlimited Resources Respectively-A Numerical Approach. Int. J. Open Prob. Comput. Math., 3: 73-91.

  52. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2010. An Ammensal Species With Limited Resources And Enemy Species With Unlimited Resources - Global Stability Analysis. Int. eJ. Math. Eng., 1: 444-449.

  53. Acharyulu, K.V.L.N. and N.C.P. Ramacharyulu, 2009. On the Stability of An Enemy -Ammensal Species Pair with Limited Resources. Int. J. Appl. Math. Anal. Appl., 4: 149-161.
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