| Abstract: | Abstract This is not written to prolong the discussion of integrability, a topic on which at long last there seems to be universal agreement on all essential points. I shall only give a brief answer to a question that has recently been raised by Dr. P. A. Samuelson 1 about a theorem of mine published in this journal2. Stating that he is not quite clear about my theorem, Dr. Samuelson says that this might be due to an ambiguity in translation from the Swedish. My answer is that I cannot seennything wrong in the theorem. Some c'omments are added to clarify my position. |
