Pascual Jordan

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Pascual Jordan
Pascual Jordan 1920s.jpg
Pascual Jordan in the 1920s
Born 18 October 1902
Hanover, Kingdom of Prussia, German Empire
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Hamburg, West Germany
Nationality Germany
Fields Physics
Institutions Technical University Hanover
Doctoral advisor Max Born
Doctoral students Jürgen Ehlers, Engelbert Schücking
Known for Quantum mechanics, quantum field theory, matrix mechanics, Jordan algebra, Nazi political affiliation
Notable awards Max Planck Medal (1942), Carl Friedrich Gauß Medal (1955)

Ernst Pascual Jordan (18 October 1902 – 31 July 1980) was a theoretical and mathematical physicist who made significant contributions to quantum mechanics and quantum field theory. He contributed much to the mathematical form of matrix mechanics, and developed canonical anticommutation relations for fermions. While the Jordan algebra is employed for and is still used in studying the mathematical and conceptual foundations of quantum theory, it has found other mathematical applications.[1]

Family history

An ancestor of Pascual Jordan named Pascual Jorda[2] was a Spanish nobleman and cavalry officer who served with the British during and after the Napoleonic Wars. Jorda eventually settled in Hanover, which in those days was a possession of the British royal family. The family name was eventually changed to Jordan (pronounced in the German manner, [ˈjɔʁdan]). A family tradition dictated that the first-born son in each generation be named Pascual.[citation needed]

Jordan enrolled in the Hanover Technical University in 1921 where he studied an eclectic mix of zoology, mathematics, and physics. As was typical for a German university student of the time, he shifted his studies to another university before obtaining a degree. Göttingen University, his destination in 1923, was then at the very zenith of its prowess and fame in mathematics and the physical sciences. At Göttingen Jordan became an assistant first to mathematician Richard Courant and then to physicist Max Born.

Scientific work

Together with Max Born and Werner Heisenberg, Jordan was co-author of an important series of papers on quantum mechanics.[3] He went on to pioneer early quantum field theory[3] before largely switching his focus to cosmology before World War II.

Jordan devised a type of non-associative algebras, now named Jordan algebras in his honor, in an attempt to create an algebra of observables for quantum mechanics and quantum field theory. Today, von Neumann algebras are also employed for this purpose. Jordan algebras have since been applied in projective geometry, number theory, complex analysis, optimization, and many other fields of pure and applied mathematics, and continue to be used in studying the mathematical and conceptual underpinnings of quantum theory.

In 1966, Jordan published the 182 page work Die Expansion der Erde. Folgerungen aus der Diracschen Gravitationshypothese (The expansion of the Earth. Conclusions from the Dirac gravitation hypothesis)[4] in which he developed his theory that, according to Paul Dirac's hypothesis of a steady weakening of gravitation throughout the history of the universe, the Earth may have swollen to its current size, from an initial ball of a diameter of only about 7,000 kilometres (4,300 mi). This theory could explain why the ductile lower sima layer of the Earth's crust is of a comparatively uniform thickness, while the brittle upper sial layer of the Earth's crust had broken apart into the main continental plates. The continents having to adapt to the ever flatter surface of the growing ball, the mountain ranges on the Earth's surface would, in the course of that, have come into being as constricted folds.[5] Despite the energy Jordan invested in the expanding Earth theory, his geological work was never taken seriously by either physicists or geologists.[6]

Political activities

In 1933, Jordan joined the Nazi party, like Philipp Lenard and Johannes Stark, and, moreover, an SA unit. But at the same time, he remained "a defender of Einstein" and other Jewish scientists.[7]

Jordan enlisted in the Luftwaffe in 1939 and worked as a weather analyst at the Peenemünde rocket center, for a while. During the war he attempted to interest the Nazi party in various schemes for advanced weapons. His suggestions were ignored because he was considered "politically unreliable", probably because of his past associations with Jews (in particular: Courant, Born, and Wolfgang Pauli) and the so-called "Jewish Physics".

Had Jordan not joined the Nazi party, it is conceivable that he could have won a Nobel Prize in Physics for his work with Max Born. Born would go on to win the 1954 physics prize with Walther Bothe.[8][9]

Wolfgang Pauli declared Jordan "rehabilitated" to the authorities some time after the war, allowing him to regain academic employment after a two-year period and then recover his full status as a tenured professor in 1953. Jordan went against Pauli's advice, and reentered politics after the period of denazification came to an end under the pressures of the Cold War. He secured election to the Bundestag standing with the conservative Christian Democratic Union. In 1957 Jordan supported the arming of the Bundeswehr with tactical nuclear weapons by the Adenauer government, while the Göttinger 18 (which included Born and Heisenberg) issued the Göttinger Manifest in protest. This and other issues were to further strain his relationships with his former friends and colleagues.[citation needed]

Selected works

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See also


  1. McCrimmon, Kevin (2004) A Taste of Jordan Algebras. Springer. ISBN 0-387-95447-3
  2. Sheilla Jones, The Quantum Ten: A Story of Passion, Tragedy, Ambition, and Science, Oxford University Press, 2008.
  3. 3.0 3.1 Silvan S. Schweber, QED and the Men Who Made It: Dyson, Feynman, Schwinger, and Tomonaga, Princeton: Princeton University Press, 1994, xxviii + 732 pages, ISBN 0-691-03327-7.
  4. Die Wissenschaft, vol. 124. Friedrich Vieweg & Sohn, Braunschweig 1966
  5. Heinz Haber: Lua error in package.lua at line 80: module 'strict' not found.
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  7. E. L. Schucking (1999). "Jordan, Pauli, Politics, Brecht, and a Variable Gravitational Constant", Physics Today, 52 (10), pp 26-31, doi: 10.1063/1.882858
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Further reading

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