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Havas, Peter (1999), "Einstein, relativity, and gravitation research in Vienna before 1938", in
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Anwendung der
Fredholmschen Funktionalgleichung auf einige spezielle Randwertaufgaben des logarithmischen Potentials
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Subtle is the Lord : The
Science and the Life of Albert Einstein: The Science and the Life of Albert Einstein
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Beyond Art: A Third
Culture: A Comparative Study in Cultures, Art and Science in 20th Century Austria and Hungary
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assumption of power, he followed
Einstein to the United States and became an associate in mathematics at the
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The
Duality Theory and the Basic Isomorphisms of Group Systems and Nets and Co-Nets of Group Systems.
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in 1930, the second volume of a textbook on differential geometry that had been started by
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30:(11 March 1887 – 10 September 1948) was an Austrian mathematician, born in
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Fields of parallel vectors in non-analytic manifolds in the large
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How
Einstein Created Relativity Out of Physics and Astronomy
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Tool and Object: A History and
Philosophy of Category Theory
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as Privatdozent (lecturer). He made a name for himself in
181:vol. 36, 1929, pp. 1–42 (Mayer-Vietoris-Sequenzen)
217:Transactions of the American Mathematical Society
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74:before receiving his doctorate in 1912 from the
129:, and from 1931 to 1936, he collaborated with
322:, Oxford University Press, pp. 492–494,
241:"On the foundations of calculus of variations
54:, and was nicknamed "Einstein's calculator".
462:The Expanding Worlds of General Relativity
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190:Foundations of the theory of Lie groups.
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562:Mathematicians from Austria-Hungary
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160:Lehrbuch der Differentialgeometrie.
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446:The title of his thesis was
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143:Institute for Advanced Study
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567:University of Vienna alumni
78:; his thesis concerned the
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177:Monatshefte fĂĽr Mathematik
80:Fredholm integral equation
42:he is the namesake of the
523:Portrait of Walther Mayer
498:, Elsevier, p. 120,
426:, Springer, p. 260,
273:vol. 46, 1945, pp. 29–57.
172:Ăśber abstrakte Topologie.
108:Eilenberg–Steenrod axioms
267:On Products in Topology.
219:38 no. 2, 1935: 267–309.
552:Austrian mathematicians
284:Fundamenta Mathematicae
263:vol. 46, 1945, pp. 1–28
162:2 vols., Teubner 1930.
158:with Adalbert Duschek:
100:Mayer–Vietoris sequence
44:Mayer–Vietoris sequence
420:Weibel, Peter (2005),
373:Topper, David (2012),
316:Pais, Abraham (1982),
271:Annals of Mathematics.
261:Annals of Mathematics.
251:Annals of Mathematics.
247:A new homology theory.
230:Compositio Mathematica
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16:Austrian mathematician
195:Annals of Mathematics
153:Selected publications
147:Princeton, New Jersey
88:differential geometry
62:Mayer studied at the
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475:. See in particular
135:theory of relativity
92:University of Vienna
76:University of Vienna
495:History of Topology
222:with T. Y. Thomas:
212:konstanter KrĂĽmmung
127:distant parallelism
112:Riemannian geometry
72:University of Paris
287:35, 1948, 188–202.
199:36, 1935, 770–822.
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525:(1940),
492:(1999),
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70:and the
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