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In this paper Lipschitzian type error bounds are derived for general convex conic problems under various regularity conditions. Speci cally, it is shown that if the recession directions satisfy Slater's condition then a global Lipschitzian type error bound holds. Alternatively, if the feasible region is bounded, then the ordinary Slater condition guarantees a global Lipschitzian type error bound. These can be considered as generalizations of previously known results for inequality systems.doi:10.1137/s105262349834429x fatcat:kg6pfjnvlrbmxgzighitquqgny