Egbert van Kampen
Mathematician
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Mathematics
Egbert van Kampen's Degrees
- PhD Mathematics University of Amsterdam
Why Is Egbert van Kampen Influential?
(Suggest an Edit or Addition)According to Wikipedia, Egbert Rudolf van Kampen was a Dutch mathematician. He made important contributions to topology, especially to the study of fundamental groups. Life Van Kampen was born to Dutch parents in Belgium, where his father had recently taken a job as an accountant in Antwerp. At the outbreak of World War I the family moved back to the Netherlands, first to Amsterdam and in 1918 to The Hague. At the age of 16 he graduated from high school and entered Leiden University to study mathematics. After his undergraduate studies he continued with a doctorate study at the same university under the guidance of Willem van der Woude. In 1927, Van Kampen traveled to the University of Göttingen to meet with Bartel van der Waerden and Pavel Aleksandrov. In the summer of 1928 he worked with Emil Artin at the University of Hamburg. Around that time, while still only 20 years old, he was offered a position by Johns Hopkins University in the United States. He received his Ph.D. degree with Van der Woude in Leiden in 1929, writing a dissertation entitled Die kombinatorische Topologie und die Dualitaetssaetze.
Egbert van Kampen's Published Works
Published Works
- On the Fundamental Group of an Algebraic Curve (1933) (201)
- On Some Lemmas in the Theory of Groups (1933) (80)
- Locally Bicompact Abelian Groups and Their Character Groups (1935) (49)
- The Topological Transformations of a Simple Closed Curve Into Itself (1935) (35)
- Almost Periodic Functions and Compact Groups (1936) (31)
- Ramanujan sums and almost periodic functions (1940) (27)
- On Almost Periodic Functions of Constant Absolute Value (1937) (25)
- On some characterizations of $2$-dimensional manifolds (1935) (20)
- Errata: On a Symmetrical Canonical Reduction of the Problem of Three Bodies (1937) (19)
- Infinite Product Measures and Infinite Convolutions (1940) (17)
- On an Absolute Constant in the Theory of Variational Stability (1937) (15)
- Remarks on Systems of Ordinary Differential Equations (1937) (13)
- The Structure of a Compact Connected Group (1935) (12)
- Locally Compact Abelian Groups. (1934) (11)
- The Theorems of Gauss-Bonnet and Stokes (1938) (9)
- On the Distribution of the Values of Real Almost Periodic Functions (1939) (6)
- On the Distribution Functions of Almost Periodic Functions (1938) (6)
- On the Canonical Transformations of Hamiltonian Systems (1936) (6)
- A Limit Theorem for Probability Distributions on Lattices (1939) (6)
- Mean Motions and Distribution Functions (1937) (6)
- On the Almost Periodic Behavior of Multiplicative Number-Theoretical Functions (1940) (6)
- Errata: Convolutions of Distributions on Convex Curves and the Riemann Zeta Function (1937) (6)
- On the reduction of dynamical systems by means of parametrized invariant relations (1938) (5)
- Notes on Systems of Ordinary Differential Equations (1941) (5)
- Invariants Derived from Looping Coefficients (1938) (5)
- On Divergent Infinite Convolutions (1937) (2)
- On a Singular Monotone Function (1937) (2)
- On Uniformly Almost Periodic Multiplicative and Additive Functions (1940) (2)
- On bounded convolutions (1937) (1)
- On the Addition of Convex Curves and the Densities of Certain Infinite Convolutions (1937) (1)
- On Buffon's Problem and Its Generalizations (1939) (1)
- Asymptotic Distributions and Statistical Independence (1939) (1)
- On the Asymptotic Distribution of a Uniformly Almost Periodic Function (1939) (1)
- Circular Equidistributions and Statistical Independence (1939) (1)
- The Fundamental Theorem for Riemann Integrals (1936) (0)
- A Remark on Asymptotic Curves (1939) (0)
- Note on a Theorem of Pontrjagin (1936) (0)
- Some Remarks on the Join of Two Complexes and on Invariant Subsets of a Complex (1932) (0)
- Elementary proof of a theorem on Lorentz matrices (1941) (0)
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