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“If we wanted to construct a basic philosophical attitude from these scientific utterances of Pauli's, at first we would be inclined to infer from them an extreme rationalism and a fundamentally skeptical point of view. In reality however, behind this outward display of criticism and skepticism lay concealed a deep philosophical interest even in those dark areas of reality of the human mind which elude the grasp of reason. And while the power of fascination emanating from Pauli's analyses of physical problems was admittedly due in some measure to the detailed and penetrating clarity of his formulations, the rest was derived from a constant contact with the field of creative processes, for which no rational formulation as yet exists.”
― Werner Heisenberg, Physics and Philosophy: The Revolution in Modern Science

“A square space with complicated ceremonies going on in it, the purpose of which is to transform animals into men. Two snakes, moving in opposite directions, have to be got rid of at once. Some animals are there, e.g. foxes and dogs. The people walk around the square and must let themselves be bitten by these animals in each of the four corners . If they run away all is lost. Now the higher animals come on to the scene-bulls and ibexes. Four snakes glide into the four corners. Then the congregation flies out. Two sacrificial priests carry in a huge reptile and with this they touch the forehead of a shapeless animal lump or life-mass. Out of it there instantly rises a human head, transfigured. A voice proclaims: "These are attempts at being.”
― David Lindorff, Pauli and Jung: The Meeting of Two Great Minds

“A good example of the archetypal ideas which the archetypes produce are natural numbers or integers. With the aid of the integers the shaping and ordering of our experiences becomes exact. Another example is mathematical group theory. ...important applications of group theory are symmetries which can be found in most different connections both in nature and among the 'artifacts' produced by human beings. Group theory also has important applications in mathematics and mathematical physics. For example, the theory of elementary particles and their interactions can in essential respects be reduced to abstract symmetries.
[The Message of the Atoms: Essays on Wolfgang Pauli and the Unspeakable]”
― K. V. Laurikainen

“For [Wolfgang] Pauli the central problem of electrodynamics was the field concept and the existence of an elementary charge which is expressible by the fine-structure constant ... 1/137. This fundamental pure number had greatly fascinated Pauli, .... For Pauli the explanation of the number 137 was the test of a successful field theory, a test which no theory has passed up to now.”
― Charles P. Enz, Pauli Lectures on Physics: Volume 1, Electrodynamics

“The prime number 137 had continuously occupied Pauli's mind. It is an approximate value for a constant appearing in the fine structure theory of atomic spectra which in its theoretical expression ties together electromagnetism, relativity and quantum theory. Pauli saw the fine structure theory of spectra as a key in understanding the deepest contemporary problems of theoretical physics. For that reason the number 137 possessed a mysterious attraction for him.”
― K. V. Laurikainen, Beyond the Atom: The Philosophical Thought of Wolfgang Pauli

“In his first philosophical lecture on modern physics that Pauli gave in November 1934 to the Zurich Philosophical Society he said that only a formulation of quantum theory would be satisfactory which expresses the relation between the value of [the fine structure constant] and charge conservation in the same complementary was as that between the space-time description and energy-momentum conservation.”
― Charles P. Enz, No Time to be Brief: A Scientific Biography of Wolfgang Pauli