James Waddell Alexander II
#7,787
Most Influential Person Across History
American mathematician
James Waddell Alexander II's AcademicInfluence.com Rankings
James Waddell Alexander IImathematics Degrees
Mathematics
#387
Historical Rank
Measure Theory
#978
Historical Rank

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Mathematics
James Waddell Alexander II's Degrees
- PhD Mathematics Princeton University
Why Is James Waddell Alexander II Influential?
(Suggest an Edit or Addition)According to Wikipedia, James Waddell Alexander II was a mathematician and topologist of the pre-World War II era and part of an influential Princeton topology elite, which included Oswald Veblen, Solomon Lefschetz, and others. He was one of the first members of the Institute for Advanced Study , and also a professor at Princeton University .
James Waddell Alexander II's Published Works
Number of citations in a given year to any of this author's works
Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author
Published Works
- Topological invariants of knots and links (1928) (762)
- A Lemma on Systems of Knotted Curves. (1923) (471)
- Functions which map the interior of the unit circle upon simple regions (1915) (419)
- On Types of Knotted Curves (248)
- The Combinatorial Theory of Complexes (1930) (239)
- On the Subdivision of 3-Space by a Polyhedron. (169)
- Note on Riemann spaces (1920) (146)
- An Example of a Simply Connected Surface Bounding a Region which is not Simply Connected. (129)
- A proof and extension of the Jordan-Brouwer separation theorem (1922) (53)
- On the Deformation of an n Cell. (1923) (49)
- Combinatorial analysis situs (1926) (37)
- A proof of the invariance of certain constants of analysis situs (1915) (35)
- Ordered Sets, Complexes and the Problem of Compactification. (1939) (28)
- Note on two three-dimensional manifolds with the same group (1919) (26)
- On the Ring of a Compact Metric Space. (1935) (24)
- On the Connectivity Ring of an Abstract Space (1936) (23)
- On the factorization of Cremona plane transformations (1916) (21)
- On the Chains of a Complex and Their Duals. (1935) (19)
- Manifolds of N Dimensions (15)
- Remarks on a Point Set Constructed by Antoine. (11)
- A Theory of Connectivity in Terms of Gratings (1938) (9)
- A Proof of Jordan's Theorem About a Simple Closed Curve (1920) (8)
- Normal Forms for One- and Two-Sided Surfaces (8)
- New Topological Invariants Expressible as Tensors. (1924) (7)
- On the Concept of a Topological Space. (1939) (6)
- Invariant points of a surface transformation of given class (1923) (6)
- On transformations with invariant points (6)
- Topological Invariants of Manifolds. (1924) (5)
- A Classification of the Homology Groups of Compact Spaces (1932) (4)
- Discrete Abelian Groups and Their Character Groups (1935) (4)
- On the Decomposition of Tensors (1926) (3)
- On the Characters of Discrete Abelian Groups (1934) (3)
- On the Class of a Covariant Tensor (3)
- Gratings and homology theory (1947) (3)
- On the Connectivity Ring of a Bicompact Space. (1936) (2)
- On Certain New Topological Invariants of a Manifold. (1924) (2)
- On the Homology Groups of Abstract Spaces (1934) (2)
- A Matrix Knot Invariant. (1933) (2)
- On non-periodic forces, acting on oscillatory systems (1935) (1)
- On the equilibrium of a fluid mass at rest (1920) (1)
- Note on Pontrjagin's Topological Theorem of Duality. (1935) (1)
- On the Intersection Invariants of a Manifold. (1925) (1)
- Bill To Regulate Carriers By Water Engaged in the Foreign and Interstate Commerce of the United States (1914) (0)
- On the Connectivity Ring of a Bicompact Space (Second Note). (1936) (0)
- Report of the Auditing Committee (0)
- On the Connectivity Ring of a Lattice. (1939) (0)
- Recommendations of the Committee On the Merchant Marine and Fisheries (1914) (0)
- Note on a Theorem by H. Kneser. (1925) (0)
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