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Alva's Institute of Engineering & Technology

A Unit of Alva's Education Foundation(R), Moodubidire

(Affilliated to VTU, Belgaum, Approved by AICTE, New Delhi, Recognized by Govt. of Karnataka)

AIET Faculty

Dr. MouneshaH. Kantli

Mathematics

Designation: Sr. Assistant Professor
Qualification: M.Sc,Ph.D
Phone No: 08258- 262724 / 25
Email Id: mounesha@aiet.org.in
Teaching Experience: 2017 Years
Industry Experience:

Educational Details

UG
B Sc. S A College, Naregal, Gadag 2005
PG
M Sc. Karnatak University 2009
Doctorate
Ph.D Karnatak University 2017

Experience

  • 1 Period ((2016-2019))

    KLE JT College Gadag. - Lecturer
  • 2 Period ((2019-2025))

    BiluruGurubasavaMahaswamiji Institute of Technology, - Assistant Professor,
  • 3 Period ((2025- Till date))

    Alva’s Institute of Engineering & Technology, Mijar, Moodbidri - Sr. Assistant Professor

1.Numerical and Wavelet Analysis

  1. ENGINEERING MATHEMATICS
  2. Differential equations and Numerical solutions
  3.  Linear algebra

1. LATEX

2.PROGRAMMING IN C

3.MATLAB

4.PYTHON

 

  1. M. Bujurke, M.H. Kantli, B.M. Shettar: “Jacobian free Newton-GMRES method for the solution of elastohydrodynamic grease lubrication in line contact using wavelet based pre-conditioners”, Proceedings of the National Academy of Sciences, India Section A: Physical Sciences, 88:2, 247-265, (2018). Springer. Impact Factor: 1.291. Citations-11. Q3.
  2. M.H. Kantli, B.M. Shettar, N.M. Bujurke: “Jacobian free Newton-GMRES method for analysing combined effects of surface roughness and couple stress character of lubricant on EHL line contact”, Proceedings of the Indian National Science Academy, 83:1, 175-196, (2017). INSA. Impact Factor: 0.754. Citations-12. Q3.
  3. S.C. Shiralashetti, M.H. Kantli, A.B. Deshi, P.B. Mutalik Desai: A modified wavelet multigrid method for the numerical solution of boundary value problems, Journal of Information & Optimization Sciences, 38:1, 151-172, (2017). Taylor & Francis. Citations-04.
  4. S.C. Shiralashetti, A.B. Deshi, M.H. Kantli: B-Spline Biorthogonal Wavelet Multigrid Method for the Numerical Solution of Couple Stress Full Reynolds Equation, Proceedings of IAM, 13:1, 3-34 (2024).
  5. N.M. Bujurke, M.H. Kantli: Numerical Simulation of Influence of Surface Features on the Elastohydrodynamic Lubrication of Sliding Line Contact Using Krylov Subspace Method, Computational Mathematics and Modeling, 32, 198-220 (2021). Springer. Impact Factor: 0.29. Citations-05. Q4.
  6. S.C. Shiralashetti, M.H. Kantli, A.B. Deshi: Wavelet Lifting Scheme for the Numerical Solution of Dynamic Reynolds Equation for Micropolar Fluid Lubrication, Journal of Computational Methods, 18:9, 2150033 (2021). World Scientific. Impact Factor: 1.734. Citations-01. Q2.
  7. R.A. Mundewadi, B.A. Mundewadi, M.H. Kantli: Iterative Scheme of Integral and Integro-differential Equations using Daubechies Wavelets New Transform Method, International Journal of Applied and Computational Mathematics, 6:135, (2020), https://doi.org/10.1007/s40819-020-00879-2, Springer. Impact Score: 1.77. Citations-01. Q3.
  8. N.M. Bujurke, M.H. Kantli: Jacobian-free Newton-Krylov subspace method with wavelet-based preconditioner for analysis of transient elastohydrodynamic lubrication problems with surface asperities, Applied Mathematics and Mechanics, 41, 881-898, (2020). https://doi.org/10.1007/s10483-020-2616-8, Springer. Impact Factor: 4.8. Citations-07. Q1.
  9. M.H. Kantli, S.C. Shiralashetti, Finite difference Wavelet–Galerkin method for the numerical solution of elastohydrodynamic lubrication problems, Journal of Analysis, 26:2, 285-295, (2018). Springer. Impact Factor: 1.417. Citations-04. Q3.
  10. N.M. Bujurke, M. H. Kantli, B.M. Shettar: “Wavelet preconditioned Newton-Krylov method for elastohydrodynamic lubrication of line contact problems”, Applied Mathematical Modelling, 46, 285-298, (2017). Elsevier. Impact Factor: 5.336. Citations-15. Q1.
  11. S.C. Shiralashetti, M.H. Kantli, A.B. Deshi: New wavelet based full-approximation scheme for the numerical solution of nonlinear elliptic partial differential equations, Alexandria Engineering Journal, 55, 2797-2804, (2016). Elsevier. Impact Factor: 6.626. Citations-06. Q1.
  12. S.C. Shiralashetti, M.H. Kantli: “Wavelet based decoupled method for the investigation of surface roughness effects in elastohydrodynamic lubrication problems using couple stress fluid”, Ain Shams Engineering Journal, 9, 757-766, 2018, Elsevier. Impact Factor: 6.0. Citations-05. Q1
  13. S.C. Shiralashetti, M.H. Kantli, A.B. Deshi: A new wavelet multigrid method for the numerical solution of elliptic type differential equations, Alexandria Engineering Journal, 57, 203-209, (2018). Elsevier. Impact Factor: 6.626. Citations-16. Q1.
  14. S.C. Shiralashetti, M.H. Kantli, A.B. Deshi: Haar wavelet based numerical solution of nonlinear differential equations arising in fluid dynamics, International Journal of Computational Material Science and Engineering, 5:2, 1650010-1-13 (2016). World Scientific. Impact Factor/SNIP: 0.328. Citations-04. Q3.
  15. M.H. Kantli, M.M. Holliyavar: Wavelet Preconditioned Method for the Numerical Solution of Stochastic Differential Equations, International Journal of Modern Mathematical Sciences, 19:2, 90-99 (2021).
  16. M.H. Kantli: A Modified Wavelet Multigrid Method for the Numerical Solution of Convection-Diffusion problem, Journal of Fractional Calculus and Applications, 12(3):15, 1-12 (2021). Impact Factor/SJR: 1.858.
  17. S.C. Shiralashetti, M.H. Kantli, A.B. Deshi: Numerical solution of linear and nonlinear elliptic partial differential equations using lifting scheme, Palestine Journal of Mathematics, 11:2, 345-353 (2022). Impact Score: 0.27.
  18. M.H. Kantli, A modified wavelet multigrid method for the numerical solution of convection-diffusion problem, Journal of Fractional Calculus and Applications, Vol. 12(3). No. 15, pp. 1-12, ISSN: 2090-5858. http://math-frac.org/Journals/JFCA/ (2021). SJR: 1.858.
  19. S.C. Shiralashetti, M.H. Kantli, A.B. Deshi: Biorthogonal wavelet-based multigrid method for the numerical solution of elliptic partial differential equations, International Journal of Computational Material Science and Engineering, DOI: 10.1142/S2047684120500190, 2050019 (2021). World Scientific. Impact Factor/SNIP: 0.328. Q3.
  20. S.C. Shiralashetti, M.H. Kantli, A.B. Deshi: Biorthogonal wavelet based full-approximation schemes for the numerical solution of elasto-hydrodynamic lubrication problems, Journal of Mathematical Modeling, 6:1, 105-122, (2018). Impact Score: 1.14. Q3.
  21. M.H. Kantli, M.M. Holliyavar: “Wavelet Preconditioners of Electrohydrodynamic flow problem”, Journal of Information and Computing Science, 12:3, 203-209, (2017). World Academic Press. SJR: 0.161.
  22. S.C. Shiralashetti, M.H. Kantli, A.B. Deshi: A Comparative study of the Daubechies wavelet based new Galerkin and Haar wavelet collocation methods for the numerical solution of differential equations, Journal of Information and Computing Science (JIC), 12:1, 052-063, (2017). World Academic Press. Indexed in Scopus.
  23. S.C. Shiralashetti, A.B. Deshi, M.H. Kantli, L.M. Angadi: Modified wavelet multigrid method for the numerical solution of partial differential equation arising in fluid dynamics, Open Journal of Applied & Theoretical Mathematics (OJATM), 2:4, 611-632, (2016). Indexed in Scopus.
  24. S.C. Shiralashetti, M.H. Kantli: “A New Daubechies orthogonal discrete wavelet transform with permutation preconditioner method for the numerical solution of EHL problems”, American Journal of Heat and Mass Transfer (AJHMT), (2016), 3(3), 164-180. Indexed in Scopus.
  25. S.C. Shiralashetti, M.H. Kantli, A.B. Deshi: “Haar wavelet based numerical solution of elasto-hydrodynamic lubrication with line contact problems”, Journal of Information and Computing Sciences (JIC), 11:3, 169-179, (2016). World Academic Press. Indexed in Scopus.
  26. S.C. Shiralashetti, M.H. Kantli: “Investigation of Couple Stress Fluid and Surface Roughness Effects in the elastohydrodynamic Lubrication Problems usingWavelet-Based Decoupled Method”, Lubricants, 2016, 4, 9; doi:10.3390/lubricants4010009. MDPI. Impact Score: 3.42. Q2.
  27. S.C. Shiralashetti, L. M. Angadi, M.H. Kantli, A.B. Deshi: Numerical solution of parabolic partial differential equations using adaptive grid Haar wavelet collocation method, Asian-European Journal of Mathematics, 0, 1750026 (2016). World Scientific. Impact Factor/SNIP: 0.942. Q3.
  28. S.C. Shiralashetti, L. M. Angadi, A.B. Deshi, M.H. Kantli: “Haar wavelet method for the numerical solution of Klein-Gordan equations”, Asian-European Journal of Mathematics, (2016), 9(1), 1650012, DOI: 10.1142/S1793557116500121. World Scientific. Impact Factor/SNIP: 0.942. Q3.
  29. S.C. Shiralashetti, M.H. Kantli: “Wavelet Galerkin method for the numerical solution of elastohydrodynamic lubrication problems”, International Journal of Scientific and Innovative Mathematical Research (IJSIMR), 3(2), (2015), 523-527. Indexed in Scopus.
  30. S.C. Shiralashetti, M.H. Kantli, A.B. Deshi: Wavelet based numerical solution of elasto-hydrodynamic lubrication problems via lifting scheme, American Journal of Heat and Mass Transfer, 3:5, 313-332, (2016). Indexed in Scopus.
  31. S.C. Shiralashetti, L. M. Angadi, A.B. Deshi, M.H. Kantli: Haar wavelet method for the numerical solution of Benjamin-Bona-Mahony equations, Journal of Information and Computing Science (JIC), 11:2, 136-145, (2016). World Academic Press. Indexed in Scopus.
  32. S.C. Shiralashetti, M.H. Kantli: Numerical solution of typical initial value problems using Haar wavelet transform method, International Journal of Current Research, 5:5, 1168-1171, (2013). Indexed in Scopus.
  33. S.C. Shiralashetti, M.H. Kantli, N.M. Bujurke: Wavelet Based Multigrid Method For The Numerical Solutions Of Differential Equations Arising In Fluid Dynamics, Proc. Int. Cof. On Applications of Fractals and Wavelets, 2015, 172-185.
  34. S.C. Shiralashetti, M.H. Kantli, N.M. Bujurke: Haar Wavelet Transform Method for Solving Singular BVP of ODE, Proc. Int. Cof. On Fluid Dynamics and its Applications, 2011, 572-579.
  35. S.C. Shiralashetti, M.H. Kantli, S.S. Naregal: Wavelet based algebraic multigrid method for the solution of PDE’s arising in fluid dynamics, Proc. Int. Cof. On Fluid Dynamics and its Applications, 2011, 597-606.
  36. S.C. Shiralashetti, R.A. Mundewadi, M.H. Kantli, A.B. Deshi: Haar wavelet based numerical method for solution voltarra integral equations, Proc. Int. Cof. On Applications of Fractals and Wavelets, 2015, 153-165.
  37. M.H. Kantli, An Efficient Wavelet Based Numerical Technique ViaKrylov Subspace Method for Klein-Gordan Equations, presented and attended 5th ICMEMS 2024 on December 13-14, 2024 organized by School of Advanced Engineering (SoAE), UPES, Dehradun, India. (Online)
  38. S.C. Shiralashetti, M.H. Kantli, N.M. Bujurke: Wavelet Based Multigrid Method For The Numerical Solutions Of Differential Equations Arising In Fluid Dynamics, Proc. Int. Cof. On Applications of Fractals and Wavelets, 2015, 172-185.
  39. C. Shiralashetti, M.H. Kantli, N.M. Bujurke:Haar Wavelet Transform Method for Solving Singular BVP of ODE, Proc. Int. Cof. On Fluid Dynamics and its Applications, 2011, 572-579.
  40. C. Shiralashetti, M.H. Kantli,S.S. Naregal: Wavelet based algebraic multigrid method for the solution of PDE’s arising in fluid dynamics, Proc. Int. Cof. On Fluid Dynamics and its Applications, 2011, 597-606.
  41. S.C. Shiralashetti, R.A. Mundewadi, M.H. Kantli,A.B. Deshi:Haar wavelet based numerical method for solution voltarra integral equations, Proc. Int. Cof. On Applications of Fractals and Wavelets, 2015, 153-165.
  1. Conducted 3 day’s SCILAB workshop for Basic Science faculties in the BGMIT Engineering College Mudhol on December, 18-20, 2024.
  2. One week online FDP on “Unleashing Power of MATLAB for Teaching and Research”, organized by CoreEL Technologies, Dept. of Education and Skill Development from 15th to 19th July 2024.