A bounded and monotone finite-difference solution of a hyperbolic Burgers–Fisher equation
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DOI: 10.1142/s012918311850122x
Abstract: In this work, a nonlinear finite-difference scheme is provided to approximate the solutions of a hyperbolic generalization of the Burgers–Fisher equation from population dynamics. The model under study is a partial differential equation with nonlinear… read more here.
Keywords: difference; bounded monotone; fisher equation; burgers fisher ... See more keywords