We report on electrical measurements of the effective density of states in the ferromagnetic semiconductor material (Ga,Mn)As. By analyzing the conductivity correction due to enhanced electronelectron interaction the electrical diffusion constant was extracted for (Ga,Mn)As samples of different dimensionality. Using the Einstein relation allows to deduce the effective density of states of (Ga,Mn)As at the Fermi energy.PACS numbers: 75.50.Pp, The ferromagnetic semiconductor (Ga,Mn)As [1] has been studied intensely over the last decade and has become a model system for future spintronics applications [2,3]. With typical Mn-concentrations between 1 % and 15 % maximum Curie temperatures of up to ∼ 180 K have been reported [4,5]. Mn atoms on Ga-sites provide both holes and magnetic moments. For Mn concentrations larger than 1 % the impurity wavefunctions at the Fermi energy overlap and a metallic state forms. The ferromagnetic order between the magnetic moments of the Mn-ions is mediated by the delocalized holes [6]. A topic of current debate is whether the holes reside in an impurity band, detached and above the valence band or in the valence band [7]. A mean field picture based on the latter scenario allowed to predict, e.g. Curie temperature [6] or magnetocrystalline anisotropies [8] in (Ga,Mn)As correctly. On the other hand optical absorption experiments, carried out, e.g. in Ref. [9,10], suggest that even for high manganese concentrations of up to 7 % the Fermi energy stays in an impurity band, detached from the valence band, with a high effective hole mass of order ten free electron masses m e [9]. However, there is also indication that the impurity band and the valence band have completely merged as discussed in Ref. [7] and references therein. In the present letter we make use of the well known quantum mechanical conductivity correction due to electron-electron interaction (EEI) to extract the diffusion constant and hence the density of states at the Fermi energy, N (E F ). The electrically measured values of N (E F ) will be compared with recent theoretical calculations.In ferromagnetic (Ga,Mn)As the conductivity is decreasing with decreasing temperature below 10 K. This conductivity decrease can be explained by enhanced electron-electron interaction [11]. The effect of EEI arises from a modified screening of the Coulomb-potential due to the carriers' diffusive motion and depends on the dimensionality of the conductor [12]. As the conductivity decrease due to enhanced electron-electron interaction is depending on the electrical diffusion constant D, a detailed analysis of the conductivity decrease, different for different dimensionality, provides experimental access to the diffusion constant. Using the Einstein relation σ = N (E F )De 2 , with the conductivity σ, the effective density of states at Fermi's energy, N (E F ), can be determined.To investigate electron-electron interaction in quasi 1D, 2D and 3D systems we fabricated Hall-bar mesas (2D and 3D) and wire arrays (1D and crossover regime from 1D to ...