Wallie Abraham Hurwitz
#136,382
Most Influential Person Across History
American mathematician
Wallie Abraham Hurwitz's AcademicInfluence.com Rankings
Wallie Abraham Hurwitzmathematics Degrees
Mathematics
#7383
Historical Rank
Measure Theory
#6766
Historical Rank

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Mathematics
Wallie Abraham Hurwitz's Degrees
- PhD Mathematics University of Chicago
Why Is Wallie Abraham Hurwitz Influential?
(Suggest an Edit or Addition)According to Wikipedia, Wallie Abraham Hurwitz was an American mathematician who worked on analysis. Hurwitz graduated from the University of Missouri with a bachelor's degree and then went to Harvard to do graduate work. He won a Sheldon Traveling Fellowship, which enabled him to study at the University of Göttingen, where he earned a doctoral degree under Hilbert in 1910. In 1912 Hurwitz joined the mathematics faculty of Cornell University, where he remained until he died in 1958 at age seventy-one. His doctoral students include R. H. Cameron and Florence M. Mears.
Wallie Abraham Hurwitz'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
- On the consistency and equivalence of certain definitions of summability (51)
- On sequences of continuous functions having continuous limits (1930) (20)
- On the pseudo-resolvent to the kernel of an integral equation (1912) (20)
- Some Properties of Methods of Evaluation of Divergent Sequences (12)
- An expansion theorem for a system of linear differential equations of the first order (1921) (9)
- Report on topics in the theory of divergent series (5)
- The Oscillation of a Sequence (1930) (4)
- Note on the Fredholm determinant (1914) (3)
- Questions and Discussions (1921) (2)
- Review: G. H. Hardy, Orders of Infinity. The “Infinitärcalcül” of Paul Du Bois-Reymond (2)
- The Chicago colloquium (1920) (1)
- Note on Certain Iterated and Multiple Integrals (1908) (1)
- Note on the Definition of an Abelian Group by Independent Postulates (1)
- A trivial Tauberian theorem (1)
- Definition of improper groups by means of axioms : a dissertation (0)
- Note on determinants whose terms are certain integrals (1909) (0)
- Definition of a Field by Four Postulates (1932) (0)
- Note on mixed linear integral equations (1912) (0)
- Postulate-Sets for Abelian Groups and Fields (0)
- Mathematical Physics and Integral Equations (1913) (0)
- On Bell’s arithmetic of Boolean algebra (1928) (0)
- Characteristic parameter values for an integral equation (1925) (0)
- Mixed linear integral equations of the first order (1915) (0)
- David Clinton Gillespie—In memoriam (1936) (0)
- Book Review: Orders of Infinity. The “Infinitärcalcül” of Paul Du Bois-Reymond (0)
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