Diffusion of adsorbed species on solid surfaces involves the thermally activated lateral motion of these species. Among others, diffusion on surfaces plays an important role in many industrial heterogeneously catalyzed reactions and in crystal growth and aggregation processes. [1] Furthermore, an improved understanding of surface diffusion phenomena is relevant for characterizing the local deformation of metal surfaces, [2] and for analyzing the dynamics of metal corrosion.[3] Similarly, surface diffusion plays a key role in the transport of species in catalytic reactions, [4,5] as well as in the growth of surface nanostructures and the accumulation of subsurface/bulk species below metal surfaces. [6][7][8][9] Because of its importance in several areas, surface diffusion has been the focus of many experimental and theoretical studies involving a variety of adsorbates and surfaces, and there are many comprehensive reviews of the subject. [10][11][12][13][14][15][16][17] In spite of this widespread interest, however, very few general principles for diffusion on surfaces have been identified. Herein, we propose and provide quantitative evidence for two important principles: 1) that there is a simple correlation between the diffusion barrier and the binding energy of various species on transition-metal surfaces, and 2) that there is practically no compensation effect between the preexponential factor and the activation energy barrier for diffusion of adsorbed species on transition-metal surfaces.Recent theoretical studies of surface-catalyzed bondbreaking reactions of diatomic molecules have elucidated some simple linear correlations between the transition-state (TS) energy and the final-state (FS) energy of the respective elementary steps. These Brønsted-Evans-Polanyi-type correlations span a wide range of energies and include several metal and alloy surfaces, which suggests the existence of a universality class for these simple catalytic reactions. [18][19][20] This universality reflects an inherent similarity between the TS and the FS structures. Such correlations are of great practical relevance to experimentalists, as they provide convenient