1. G. V. Milovanovi´c and A. Mir, On the zero bounds of polynomials and regular functions of a quaternionic variable, Applicable Anal. Discrete Math., 17 (2023), 216-231. (Impact Factor 1.414)

     2. A. Mir and A. Hussain, Extremal problems of Tur´an-type for a univariate complex coefficient polynomial, Anal. Math. Phy., 13(2023), (Art.41), pp.1-18. (Impact Factor 1.57)

    3. A. Mir and A. Hussain, Extremal problems of Tur´an-type involving the location of all zeros of a polynomial, Complex Var. Ellipt. Eq. (2023). (Impact Factor 0.765) 

    4. A. Mir and I. H. Dar Inequalities for the Polar Derivative of a Complex Polynomial, FILOMAT, 36 (2022) 5631-5640. (Impact Factor 0.988)

    5. A. Mir, N. A. Rather and Ishfaq Dar, Zygmund-Type Integral Inequalities for Complex Polynomials, Mediterr. J. Math., 20 (2022), (Art.25), pp.1-19. (Impact Factor 1.305)

    6. A. Mir, A. Ahmad and A. H. Malik, Note on an inequality of M. A. Malik, Applicable Anal. Discrete Math., 16 (2022), 564-575. (Impact Factor 1.414)

    7. G. V. Milovanovi´c and A. Mir, Zeros of one class of quaternionic polynomials, FILOMAT, 36 (2022) 6657-6667. (Impact Factor 0.988)

    8. A. Mir and S. Hans, Inequalities concerning rational functions in the complex domain, Siberian Mathematical Journal, 63 (2022), 1012-1022. (Impact Factor 0.778)

    9. G. V. Milovanovi´c, A. Mir and A. Ahmad, On the zeros of a quarternionic polynomial with restricted coefficients, Linear Algebra and its Applications, 653 (2022), 231-245. (Impact Factor 1.401)

    10. A. Mir and T. Fayaz, A note on the Erd?os-Lax inequality concerning polynomials, Indian J. Pure Appl. Math., https://doi.org/10.1007/s13226-022-00309-7. (Impact Factor 0.372)

    11. G. V. Milovanovi´c, A. Mir and A. Hussain, Inequalities of Tur´an type for algebraic polynomials, RACSAM, 116 (2022), (Art.154), pp.1-23. (Impact Factor 2.42)

    12. A. Mir, Comparision inequalities of Bernstein-type between polynomials with restricted zeros, Applicable Anal. Discrete Math., 16 (2022), 55-65. (Impact Factor 1.500)

    13. G. V. Milovanovi´c and A. Mir, On the Erd?os-Lax and Tur´an inequalities concerning polynomials, Math. Inequal. Appl., 25 (2022), 407-419. (Impact Factor 1.510)

    14. G. V. Milovanovi´c, A. Mir and A. Hussain, Extremal problems of Bernstein-type and an operator preserving inequalities between polynomials, Siberian Math Journal, 63, 2022, 167-179. (Impact Factor 0.778)

    15. Preeti Gupta, Sunil Hans and A. Mir, Generalizations of some inequalities for rational functions with prescribed poles and restricted zeros, Anal. Math. Phy., 12(2022), (Art.34), pp.1-12. (Impact Factor 1.57)

    16. A. Mir, Inequalities concerning polynomials in the complex domain, Anal. Math. Phy., 11(2021), (Art.158), pp.1-13. (Impact Factor 1.548)

    17. G. V. Milovanovi´c and A. Mir, Inequalities for the maximum modulus of univariate constrained polynomials, FILOMAT, 35(2021), pp.167-179. (Impact Factor 0.844)

    18. G. V. Milovanovi´c, A. Mir and A. Ahmad, Estimates for the maximal modulus of rational functions with prescribed poles, FILOMAT, 35(2021), pp.1511-1517. (Impact Factor 0.844)

    19. A. Mir, A Tur´an-type inequality for polynomials, Indian J. Pure Appl. Math., 52, 2021, 911- 914. (Impact Factor 0.372)

    20. A. Mir, A note on an inequality of Paul Tur´an concerning polynomials, Ramanujan J. 56, 2021, 1061-1061-1071. (Impact Factor 0.837)

    21. A. Mir, A note on Turn-type inequalities for polynomials, Bull. Math. Soc. Sci. Math. Roumanie Tome 64 (112), No. 2, 2021, 195-201. (Impact Factor 0.481)

    22. A. Mir and D. Breaz, Bernstein and Tur´an-type inequalities for a polynomial with constraints on its zeros, RACSAM, 115(2021), (Art.124), pp.1-12. (Impact Factor 1.406)

    23. G. V. Milovanovi´c and A. Mir, Comparison inequalities between rational functions with prescribed poles, RACSAM, 115(2021), (Art.83), pp.1-13. (Impact Factor 1.406)

    24. A. Mir, New integral norm estimates of Bernstein-type inequalities for a certain class of polynomials, Indian J. Pure Appl. Math., 51 (2020), 1357-1371. (Impact Factor 0.516)

    25. G. V. Milovanovi´c and A. Mir, On the Erd?os-Lax inequality concerning polynomials, Math. Inequal. Appl., 23 (2020), 1499-1508. (Impact Factor 1.510)

    26. A. Mir, Integral norm estimates for the polar derivative of lacunary-type complex polynomials, Applicable Anal. Discrete Math., 14 (2020), 472-489. (Impact Factor 1.500)

    27. A. Mir and A. Ahmad, Bernstein-Type Integral Inequalities for a certain class of polynomialsII, Mediterr. J. Math., 17 (2020), (Art.177), pp.1-16. (Impact Factor 1.216)

    28. A. Mir, Certain estimates of the derivative of a meromorphic function on boundary of the unit disk, Indian J. Pure Appl. Math., 51 (2020), 749-760. (Impact Factor 0.516)

    29. G. V. Milovanovi´c and A. Mir, Generalization of Zygmund-type integral inequalities for the polar derivative of a complex polynomial, J. Inequal. Appl., (2020), (Art. 136), pp 1-12. (Impact Factor 1.136)

    30. A. Mir and M. I. Sheikh, Some upper bound estimates for the maximal modulus of the polar derivative of a polynomial, J. Contemporary Math. Anal. (Armenian Academy of Sciences), 55 (2020), 189-195. (Impact Factor 0.200)

    31. A. Mir, Some inequalities for rational functions with fixed poles, J. Contemporary Math. Anal. (Armenian Academy of Sciences), 55 (2020), 105-114. (Impact Factor 0.200)

    32. A. Mir and A. Wani, A note on two recent results about polynomials with restricted zeros, J. Math. Inequal., 14 (2020), 47-52. (Impact Factor 1.219)

    33. A. Mir, Generalization of Bernstein and Tur´an -type Inequalities for the polar derivative of a complex polynomial, Mediterr. J. Math., 17 (2020), (Art.14), pp.1-12. (Impact Factor 1.216)

    34. A. Mir, Bernstein- Type Integral Inequalities for a certain class of polynomials, Mediterr. J. Math., 16 (2019), (Art.143), pp.1-11. (Impact Factor 1.216)

    35. A. Mir, Inequalities concerning rational functions with prescribed poles, Indian J. Pure Appl. Math., 50 (2019), 315-331. (Impact Factor 0.516)

    36. A. Mir, On an operator preserving inequalities between polynomials, Ukrainian Math. J., 69 (2018), 1234-1247. (Impact Factor 0.518)

    37. A. Mir and I. Hussain, On the Erd¨os-Lax inequality concerning polynomials, C. R. Acad. Sci. Paris, 355 (2017), 1055-1062. (Impact Factor 0.853)

    38. A. Mir and B. A. Dar, Some results on the polar derivative of a polynomial, J. Ramanujan. Math. Soc., 29 (2014), 403-412. (Impact Factor 0.199)

    39. A. Mir, K. K. Dewan and N. Singh, Some inequalities concerning the rate of growth of polynomials. Turkish J. Math., 33 (2009), 239-247. (Impact Factor 0.658)

    40. K. K. Dewan, N. Singh and A. Mir, Extensions of some polynomial inequalities to the polar derivative,. J. Math. Anal. Appl., 352 (2009), 807-815. (Impact Factor 1.220)

    41. K. K. Dewan, N. K. Govil, A. Mir and M. S. Pukhta, On the derivative and maximum modulus of a polynomial, J. Inequal. Appl., (2006), (Art. ID 54816), pp. 1-6. (Impact Factor 1.136)

    42. K. K. Dewan, J. Kaur and A. Mir, Inequalities for the derivative of a polynomial, J. Math. Anal. Appl., 269 (2002), 489-499. (Impact Factor 1.220)

 

ESCI Publications

    1. A. Mir and S. A Gupkari, On the polar derivatives of a constrained polynomial. J. Anal.,(2022), to appear.

    2. A. Mir and A. Ahmad, Inequalities of Erd¨os-Lax type for a complex polynomial, J. Anal. 30, (2022)., 389-398.

    3. G. V. Milovanovi´c, A. Mir, and A. Ahmad, Certain estimates of Tu´ans-type for the maximum modulus of the polar derivative of a polynomial, Publ. Inst. Math. Beograd, 108 (122) (2020), 121-130.

    4. A. Mir and A. H. Malik, Inequalities concerning the rate of growth of polynomials involving the polar derivative, Annales Univer. Marie Curie-Sklodowska Lublin-Polonia, 74 (2020), 67-75.

    5. A. Mir, On Bernstein-type inequalities for rational functions with prescribed poles Kragujevac J. Math., 45 (2021), 615-622.

    6. A. Mir, Generalizations of some Zygmund-type integral inequalities for the polar derivative of a complex polynomial, Publ. Inst. Math. Beograd, (2020) to appear.

    7. A. Mir, Some inequalities for self-inversive rational functions with prescribed poles Publ. Inst. Math. Beograd, 107 (2020), 109-116.

    8. A. Hussain, A. Mir and A. Ahmad, On Bernstein-type inequalities for polynomials involving the polar derivative, J. Classical Anal., 16 (2020), 9-15.

    9. A. Mir, A. Ahmad and A. Hussain, Number of zeros of a polynomial in a specific region with restricted coefficients, J. Math. Appl., 42 (2019), 135-146.

    10. A. Mir and B. A. Dar, Some L s -inequalities for polynomials not vanishing inside a circle, Thai Journal Math. 17 (2019), 115-124.

    11. A. Mir, Some inequalities for maximum modulus of rational functions, Annales Univer. Marie Curie-Sklodowska Lublin-Polonia, 73 (2019), 33-39.

    12. A. Mir, Growth of a polynomial not vanishing in a disk, Annales Univer. Marie CurieSklodowska Lublin-Polonia, 73 (2019), 41-48.

    13. A. Mir and A. Wani, Bernstein- type inequalities for a certain class of meromorphic functions, Rendi. Circolo Mate. Palermo, Series 2, 68 (2019), 579-588.

    14. A. Mir, Some sharp upper bound estimates for the maximum modulus of polar derivative of a polynomial, Annali Dell Univ. Ferrara, 65 (2019), 327-336.

    15. A. Mir, Growth estimates of derivative of a polynomial, Tbilisi Math. J., 13 (2021), 615-622.

    16. A. Mir, A. Wani and M. H Gulzar, Some inequalities concerning the polar derivative of a polynomial, J. Interdis. Math., 21 (2018), 1387-1397.

    17. A. Mir and I. Hussain, On some results of M. A. Malik concerning polynomials, Funct. Approx. Comm. Math., 57 (2017), 143-149.

    18. A. Mir and A. Wani, On an integral inequality of M. A. Malik, J. Classical. Anal., 10 (2017), 87-96.

    19. A. Mir, On s th derivative of a polynomial, Int. J. Non-linear Anal. Appl., 7 (2016), 141-145.

    20. A. Mir and A. Wani, Polynomials with polar derivative, Funct. Approx. Comm. Math., 55(2016), 139-144.

    21. A. Mir, K. K. Dewan and I. Hussain, On an inequality of Paul Turan concerning polynomials, Lobachevski J. Math., 37(2016), 156-160.

    22. A. Mir and B. Dar, Inequalities concerning the rate of growth of polynomials, Afrika Matematika, 27 (2016), 279-290.

    23. A. Mir and B. A. Dar, Some inequalities concerning the polar derivative of a polynomial, Thai Journal Math. 13 (2015), 423-432.

   24. A. Mir, K. K. Dewan, N. Singh and B. Dar, Some integral inequalities for polynomials with restricted zeros, Sotheast Asian Bulletin of Math., 38 (2014), 83-92.

   25. S. A. Baba and A. Mir, Some results concerning to polar derivative of polynomials, Note di Math., 32 (2012), 23-33.

   26. A. Mir, K.K. Dewan, R. Lal, Generalization of some polynomial inequalities to the polar derivative, East J. Approx., 17 (2011), 323-332.

   27. A. Mir, S. A. Baba, M. S. Pukhta, Inequalities concerning maximum modulus of polynomials. Thai J. Math., 9 (2011), 297-304.

   28. A. Mir and S. A. Baba, Some inequalities concerning polar derivative of a polynomial, Addendum. Lobachevskii J. Math., 32 (2011), 231-237.

   29. A. Mir and S. A. Baba, Inequalities concerning to polar derivative of polynomials, Lobachevskii J. Math., 32 (2011), 114-119.

   30. A. Mir and S. A. Baba, Inequalities concerning the polar derivative of polynomials, East J. Approx., 16 (2010), 335-344.

   31. A. Mir, K. K. Dewan and N. Singh, Some L p inequalities for polynomials, Funct. Approx. Comment. Math., 42 (2010), 131-143.

   32. K. K. Dewan, N. Singh, A. Mir and A. Bhat, Some inequalities for the polar derivative of a polynomial, Southeast Asian Bull. Math., 34 (2010), 69-77.

   33. K. K. Dewan, N. Singh, B. Chanam and A. Mir, Integral mean estimates for polynomials whose zeros are within a circle, J. Inequal. Pure Appl. Math., 10 (2009), (Art. 23), pp.1-7.

   34. K. K. Dewan and A. Mir, Note on a theorem of S. Bernstein, Southeast Asian Bull. Math., 31 (2007), 691-695.

   35. K. K. Dewan and A. Mir, Inequalities for the polar derivative of a polynomial, J. Interdis. Math., 10 (2007), 525-531.

   36. K. K. Dewan and A. Mir, On the maximum modulus of a polynomial and its derivatives, Int. J. Math. Math. Sci., 16 (2005), 2641-2645.

   37. K. K. Dewan, A. Mir and R. S. Yadav, Integral mean estimates for polynomials whose zeros are within a circle, Int. J. Math. Math. Sci., 28 (2001), 231-235.