Abstract: In this paper, the finite difference method is used to solve a class of ordinary differential equations with Caputo-Hadamard fractional derivative. We approximate the Caputo- Hadamard fractional derivative by using the constructed L2 − 1σ formula. The finite difference method is used to discrete the special inhomogeneous mesh (uniform mesh in logarithmic sense). The experimental results show that the convergence rate obtained by this method is (3 − α).#@#@#摘要: 本文采用有限差分法求解一类带有Caputo-Hadamard分数阶导数的常微分方程，...
