International Science Community AssociationResearch Journal of Mathematical and Statestical Sciences2320 - 60477220190512Solving Bessel differential equation of order zero using exponentially fitted collocation approximation method2126ENDavid Adugh Kuhe1Department of Mathematics/Statistics/Computer Science, Federal University of Agriculture, Makurdi, Benue State, NigeriaVarun Gangadhar1Department of Agricultural Statistics, Applied Mathematics and Computer Science, Uni. of Agricultural Sciences, Bengaluru, Karnataka, IndiaPooja B.S.2Department of Agricultural Statistics, Applied Mathematics and Computer Science, Uni. of Agricultural Sciences, Bengaluru, Karnataka, IndiaBishvajit Bakshi3Department of Agricultural Statistics, Applied Mathematics and Computer Science, Uni. of Agricultural Sciences, Bengaluru, Karnataka, IndiaPramit Pandit4Department of Agricultural Statistics, Bidhan Chandra KrishiViswavidyalaya, Mohanpur, Nadia, West Bengal, IndiaFalade K.I.1Department of Mathematics, Faculty of Computing and Mathematical Sciences, Kano University of Science and Technology, P.M.B 3244 Wudil Kano State, NigeriaAbubakar A.S.2Department of Mathematics, Faculty of Computing and Mathematical Sciences, Kano University of Science and Technology, P.M.B 3244 Wudil Kano State, Nigeria>
Research Article201812120190512This paper presents analytic-numeric solution Bessel differential equations of order zero using Exponentially Fitted Collocation Approximation Method (EFCAM). This technique was employed to obtain the analytic-numerical solutions of Bessel equations. The method introduces a significant improvement in solving differential equations on mathematical physics. The numerical results obtained by EFCAM are in good agreement with exact solution and available results in literature with little error and showed effectiveness of the proposed method.Copyright@ International Science Community Association