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Letter-1911 · Item · 1954/11/07
Part of Archives of Wolfgang Pauli

Pauli has some more considerations about the Lee model. He talks about some mathematical developments and their possible use for more complex systems with renormalization mathematics, especially quantum electrodynamics.

Pauli, Wolfgang
Letter-1945 · Item · 1954/12/14
Part of Archives of Wolfgang Pauli

Pauli agrees with Källén about the correctness of the mathematics of the Lee-model. He writes on a question where to publish the paper. He agrees with Källén that Heisenberg's idea about the derivation of the electromagnetic field from spinor-fields must be wrong. He hopes that an improved renormalization mathematics might lead to a sort of eigenvalue-problem for the fine-structure constant.

Pauli, Wolfgang
Letter-2064 · Item · 1955/04/08
Part of Archives of Wolfgang Pauli

Pauli questions if there are other models beside Lee's model for renormalization. He describes a model by Thirring which avoids negative probabilities and which allows a transition to the limit of relativistic mesons.

Pauli, Wolfgang
Letter-2125 · Item · 1955/07/08-1955/07/09
Part of Archives of Wolfgang Pauli

Pauli replies to Källén's criticism of Thirring. He makes some remark about jealousy among colleagues. He writes on quotation from a paper by Landau (Bohr-Festschrift) about an argument of Pomeranchuk in favour of the absence of physical interactions for point particles. Note by Thirring on coupling of a spinor field with a scalar field and discussion of it.

Pauli, Wolfgang
Letter-2413 · Item · 1956/12/14
Part of Archives of Wolfgang Pauli

Pauli is glad that the problem of the vacuum expectation value of the product of three field operators has been further clarified. He talks about Beta decay. He is convinced that reflexion invariance prevails in nature against of Lee, Yang and Salam.

Pauli, Wolfgang
Letter-2443 · Item · 1957/01/10
Part of Archives of Wolfgang Pauli

Pauli gives a more precise formulation to the problem of dipole ghosts and an another solution. He also discusses approximation through complex roots.

Pauli, Wolfgang