Pauli expresses doubts about analytic continuation of S-matrix. He says that a determination of S is needed.
Sin títuloIn this short letter Pauli only wants to tell Bohr that he has not forgotten his 60th birthday on October 7th.
Sin títuloPauli made some additions to Bhabha's paper for the Bohr Festschrift. He says it is impossible to quantize the Bhabha equation according to Fermi-Dirac statistics without using an indefinite metric in Hilbert-space. Pauli says he will know his future plans better in six months, including the possibility of a visit to the Tata-Institute (India).
Sin títuloLichnerowicz reply to Pauli's letter of 21 Sept. He explains in detail his hypothesis which Pauli finds "very unnatural".
Sin títuloPauli writes that it was an exciting surprise that the Nobel prize was awarded to him this year. The decision whether or not he should go to Stockholm on December 10th was really not easy. Considering all circumstances of the present situation, particularly the possibility of such a trip delaying his naturalization. After having heard that Stern and Rabi postponed their participation to the ceremony until next year, Pauli decided to do the same. His naturalization will presumably be completed in January and it is his plan to start his trip to Europe with his wife shortly after. He has to go to Zürich and would also want to visit Dublin and England.
Sin títuloPauli thanks him for his congratulations concerning the Nobel ceremony and he reports on the physics meeting in New York at the end of January. Pauli is going on a trip with his wife in four weeks to Europe.
Sin títuloPauli expresses interest in Ma's redundant zeros of the S-matrix in the case of a potential $Ae^{\mu r}$.
Sin títuloGustafson reports on work arising from his "addition in proof". He asks if C E Fröberg could visit Zürich.
Sin títuloPauli discusses "Part IV" of Heisenberg's S-matrix theory published in: Zeitschrift für Naturforschung: 1, 608.
Sin títuloSnyder replies to Pauli's letter of the 22 June 1946 and explains the gist of his theory on quantizated space-time.
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