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Julee Shahni

Julee Shahni

Ph.D. (pursuing),M.Sc.(Mathematics)

BASIC INFORMATION :
  • Name: Ms. Julee Shahni
  • Gender: Female
  • Department: Mathematics
EDUCATION
  • Birla Institute of Technology, Mesra-Ph.D. (pursuing) having 87.5% 2018 – Onward  Ranchi, Jharkhand, IndiaCentral University of South Bihar Patna-M.Sc.(Mathematics) having 81.6% 2015-2017  Bihar, IndiaPatna Womens’ College, (Patna University) Patna,-B.Sc. (Mathematics) having 81.75% 2012-2015Bihar, IndiaT.S. College, (BSEB) Hisua, -Intermediate of Science having 77.6% 2010-2012 Bihar, India

    D.K.C. Residential High School, (CBSE) Bhojpur- Secondary School Examination having 89.3% 2009-2010 Bihar, India

CERTIfiCATIONS:
  • Certificate of reviewing, Journal of Computational Science
  • Excellence in Peer Review: How to be an effective peer reviewer, Taylor and Francis
  • A seven-day faculty development online program on advanced LaTeX for technical writing, SRM Institute of Science
    and Technology, Chengalpattu, Tamilnadu, India
  • Research Scholars colloquium, Birla Institute of Technology, Mesra, Ranchi, Jharkhand, India
  • Doctoral colloquium, Birla Institute of Technology, Mesra, Ranchi, Jharkhand, India
  • Foundations of mathematics, National Academy of Sciences, Allahabad, Uttar Pradesh, India
  • 103rd Indian Science Congress, University of Mysore, Mysuru, Karnatka, India
RESEARCH PUBLICATIONS:
  • Julee Shahni, Randhir Singh, Carlo Cattani, An efficient numerical approach for solving three-point
    Lane-Emden-Fowler boundary value problem, Mathematics and Computers in Simulation 210 (2023) 1–16, Elsevier,
    SCI Journal (IF: 3.601).
    • Julee Shahni, Randhir Singh, Carlo Cattani, Bernoulli collocation method for the third-order Lane-Emden-Fowler
    boundary value problem, Applied Numerical Mathematics 186 (2023) 100-113, Elsevier, SCI Journal (IF: 2.994).
    • Julee Shahni, Randhir Singh, Numerical simulation of Emden–Fowler integral equation with Green’s function type
    kernel by Gegenbauer-wavelet, Taylor-wavelet and Laguerre-wavelet collocation methods, Mathematics and
    Computers in Simulation 194 (2022) 430-444, Elsevier, SCI Journal (IF: 3.601).
    • Julee Shahni, Randhir Singh, Bernstein and Gegenbauer-wavelet collocation methods for Bratu-like equations arising
    in electrospinning process, Journal of Mathematical Chemistry, Vol. 59 (10), (2021) 2327–2343, Springer, SCI Journal
    (IF: 2.413).
    • Julee Shahni, Randhir Singh, A fast numerical algorithm based on Chebyshev-wavelet technique for solving
    Thomas-Fermi type equation, Engineering with Computers 38 (04) (2022) 3409–3422, Springer, SCI Journal (IF:
    8.083).
    • Julee Shahni, Randhir Singh, Numerical solution of system of Emden-Fowler type equations by Bernstein collocation
    method, Journal of Mathematical Chemistry, Vol. 59 (04), (2021) 1117-1138, Springer, SCI Journal (IF: 2.413).
    • Julee Shahni, Randhir Singh, Laguerre wavelet method for solving Thomas-Fermi type equations, Engineering with
    Computers 38 (04) (2022) 2925–2935, Springer, SCI Journal (IF: 8.083).
    • Julee Shahni, Randhir Singh, Numerical results of Emden-Fowler boundary value problems with derivative
    dependence using the Bernstein collocation method, Engineering with Computers 38 (01) (2022) 371–380, Springer,
    SCI Journal (IF: 8.083).
    • Julee Shahni, Randhir Singh, An efficient numerical technique for Lane-Emden-Fowler boundary value problems:
    Bernstein collocation method, The European Physical Journal Plus, Vol. 135 (06), (2020) 475, Springer, SCI Journal (IF:
    3.758).
    • Randhir Singh, Julee Shahni Himanshu Garg, Apoorv Garg, Haar wavelet collocation approach for Lane-Emden
    equations arising in mathematical physics and astrophysics, The European Physical Journal Plus, Vol. 134 (11), (2019)
    548, Springer, SCI Journal (IF: 3.758)
CONFERENCES:
  • J. Shahni, R. Singh, Shifted Chebyshev collocation method for singular boundary value problems, 3rd International
    Conference on Frontiers in Industrial and Applied Mathematics, National Institute of Technology, Jamshedpur,
    December 21-22, 2020.
    • J. Shahni, R. Singh, Application of Chebyshev polynomial for numerical approximation of some real-life singular
    differential equation, International Conference on Advances in Differential Equations and Numerical Analysis, Indian
    Institute of Technology Guwahati, October 12 – 14, 2020.
    • J. Shahni, R. Singh, Legendre-wavelet collocation technique for Lane-Emden-Fowler equations with local boundary
    conditions,88th Annual Conference of the Indian Mathematical Society-An International Meet, Birla Institute of
    Technology, Mesra, Ranchi, December 27 – 30, 2022.