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We study the ferromagnetic transition of a two-component homogeneous dipolar Fermi gas with ID spin-orbit cou-pling(SOC)at finite temperature.The ferromagnetic transition temperature is obtained as functions of dipolar constantλd,spin-orbit coupling constant λsoc and contact interaction constant λs.It increases monotonically with these three pa-rameters.In the ferromagnetic phase,the Fermi surfaces of different components can be deformed differently.The phase diagrams at finite temperature are obtained.