J. v. Neumann - Concepedia

Author

J. v. Neumann

Also Known As

Altenkirch, Thorsten, J . von Neumann, J Neumann, J. V. Neumann, J. VON NEUMANN, J. Von Neumann, J. v. Neumann, J. von Neumann, Neumann, Jacob

Publications

6.9K

Citations

H-Index

Concepts

All Affiliations

Princeton University

About

J. v. Neumann is an author at Princeton University specializing in functional analysis, large deviations, and integral geometry.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Functional Analysis	3	3	1.3K
2	Statistics	1	1	25
3	Cartography	1	1	13
4	Geometry	1	1	13
5	Integral Geometry	1	1	127

J. v. Neumann

Publications

3.6K

Citations

H-Index

Page 1

	Year	Citations
On Rings of Operators F. J. Murray, J. v. Neumann Annals of Mathematics Linear OperatorCommutative AlgebraFunctional AnalysisRing Theory	1936	1.3K
The Mean Square Successive Difference J. v. Neumann, R. H. Kent, H. R. Bellinson, The Annals of Mathematical Statistics Large DeviationsDescriptive StatisticStatistical AveragingMathematical Statistic	1941	529
Dynamical Systems of Continuous Spectra B. O. Koopman, J. v. Neumann Proceedings of the National Academy of Sciences	1932	439
On Rings of Operators. III J. v. Neumann Annals of Mathematics Linear OperatorCommutative AlgebraRing Theory	1940	414
On infinite direct products J. v. Neumann French digital mathematics library (Numdam) Infinite Dimensional ProblemInfinite Dimensional AnalysisUniversal AlgebraInfinite Direct Products	1939	260
Almost periodic functions in a group. I J. v. Neumann Transactions of the American Mathematical Society	1934	198
On rings of operators. II Francis J. Murray, J. v. Neumann Transactions of the American Mathematical Society	1937	188
Fourier integrals and metric geometry J. v. Neumann, I. J. Schoenberg Transactions of the American Mathematical Society Integral GeometryFourier IntegralsFourier AnalysisFourier Expansion	1941	127
On Compact Solutions of Operational-Differential Equations. I S. Bochner, J. v. Neumann Annals of Mathematics Global AnalysisCompact SolutionsCalculus Of VariationNonlinear Functional Analysis	1935	56
On the Permutability of Self-Adjoint Operators Allen Devinatz, Allen Nussbaum, J. v. Neumann Annals of Mathematics Topological SemigroupsCanonical ResolutionsLinear OperatorSelf-adjoint OperatorsHilbert Space S	1955	33

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