A paradigm of learning motion control for robotic manipulators is proposed, which can be referred to a mathematical modelling of learning and generation of motor programs in the central nervous system. It differs from conventional classical and modern control techniques. It stands for the repeatability of operating a given objective system and the possibility of improving the command input on the basis of previous actual operation data. Hence, adequate conditions on the repeatability and invariance of robot dynamics are assumed, but any precise description on the dynamics is not required. It is shown that a better performance is realized at every attempt of operation of the robot if the input command is updated by a simple learning law, provided that a desired motion is given a-priori and the actual motion can be measured at every operation. In addition, a novel idea of the use of knowledge acquired already by learning is presented. According to this, if a certain set of several input command signals is in advance obtained by the learning scheme, any other new desired motion can be approximately realized by a combination of those input signals without iterating operarion of the robot.