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.