Publications
Publications:
Navneet Lal Sharma and Teodor Bulboaca, Logarithmic coefficient bounds for the class of Bazilevi\v{c} functions , Analysis and Mathematical Physics. 14 (52) (2024) Pages: 1-18. DOI: 10.1007/s13324-024-00909-y. Accepted, March 21, 2024.
Read paper through this link: https://rdcu.be/dFzz2 .
Vasudevarao Allu and Navneet Lal Sharma , On logarithmic coefficients for classes of analytic functions associated with convex functions, Bulletin des sciences mathématiques. Volume 191, March 2024, 103384. Pages 1-16.
DOI: 10.1016/j.bulsci.2024.103384 . Accepted, Jan 05, 2024.
Navneet Lal Sharma, On integral means for starlike and spiral-like functions, The Journal of Analysis. Pages 1-10. April 2023. DOI: 10.1007/s41478-023-00575-6.
S. Ponnusamy, N. L. Sharma, and K.-J. Wirths, Logarthimic coefficient problems in families related to starlike and convex functions, J. Aust. Math. Soc., 109 (2), 230-249, 2019.
S. Ponnusamy, N. L. Sharma, and K.-J. Wirths, Logarithmic Coefficients of the Inverse of Univalent Functions, Results in Mathematics, 2018. DOI: 10.1007/s00025-018-0921-7
N. L. Sharma, A note on the coefficient estimates for some classes of p -valent functions, Ukrainian Mathematical Journal, 70(6), 549-563, 2018.
N. L. Sharma, Integral means and maximum area integral problems for certain family of p-valent functions, J. Korean Math. Soc., 54(6), 1641-1665, 2017.
S. K. Sahoo and N. L. Sharma, A note on a class of p-valent starlike functions of order beta, Siberian Math. J., 57(2), 364-368, 2016.
S. Ponnusamy, S. K. Sahoo, and N. L. Sharma, Maximal area integral problem for certain class of univalent analytic functions, Mediterr. J. Math.,13(2), 607-623, 2016.
S. K. Sahoo and N. L. Sharma, On maximal area integral problem for analytic functions in the starlike family, J. Classical Analysis, 6(1), 73-84, 2015.
S. K. Sahoo and N. L. Sharma, On a generalization of close-to-convex functions, Ann. Polon. Math, 113(1), 93-108, 2015.
S. K. Sahoo and N. L. Sharma, Duality technique on a class of functions defined by convolution with Gaussian hypergeometric functions, J. Analysis, 22, 144-155, 2014.
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