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A numerical study on time fractional Fisher equation using an extended cubic B-spline approximation
Journal of Mathematics and Computer Science
A new extended cubic B-spline approximation for the numerical solution of the time-fractional fisher equation is formed and examined. The given non-linear partial differential equation through substitution is converted into a linear partial differential equation through substitution, using Taylor's series expansion. The time-fractional derivative is approximated in Caputo's sense while the space dimension is calculated using a new extended cubic B-spline. The proposed numerical technique isdoi:10.22436/jmcs.022.01.08 fatcat:eq5asshu4zabpgh32kz34mwj74