Pauli has come to the conclusion that the results of his last letter were wrong, self-energy remains infinite. But it is different with the self-energy of charged particles.
Zonder titelHeisenberg cannot discover any mistake in his own calculations of the self-energy of photons.
Zonder titelHeisenberg asks questions in connection with Pauli's and Weisskopf's calculations, in particular how the self-energy of the electron becomes infinite. He writes about the results of calculations and about the scattering of light by light. He makes some remarks about nuclear physics (Fermi's and Bethe's calculations) and the moments of the proton and the neutron.
Zonder titelPauli replies to Heisenberg's letter of the 1st February.
Zonder titelPauli writes about Uhlenbeck's appointment in Utrecht. Pauli is glad that Kronig has written to him, in spite of Pauli's remark regarding the spin problem (in Tübingen). Pauli makes some remarks about him and Uhlenbeck. He thinks that Kronig should go to America, in spite of his doubts. He makes remarks on Jordan's and de Broglie's paper on the neutrino.
Zonder titelPauli comments in detail on the paper by Einstein-Podolski-Rosen and suggest that Heisenberg should write a reply. He analyzes the problem of composition and separation of systems in quantum mechanics. He is against Laue's and Einstein's idea that quantum mechanic is correct but incomplete. He comments on Wick's paper on the magnetic moment of the proton.
Zonder titelPauli talks about the question of Fermi-statistics for zero-spin particles.
Zonder titelHeisenberg writes on Euler-Kochel's modifications of Maxwell's theory.
Zonder titelPauli gives a detailed exposition of his calculation of the energy eigenvalues in Fermi's theory, and adds some hypothetical conclusions to this.
Zonder titelHeisenberg writes on the treatment of an example according to Neumann's method: the case of an electron in a force field with probably 1/2 for right or left spin. He talks of a application of the result to field theory, of the possibility of representing the state of a system by a matrix depending on a finite number of degrees of freedom, and of some of his doubts about this possibility.
Zonder titel