Louis Lazarus Silverman
American mathematician
Louis Lazarus Silverman's AcademicInfluence.com Rankings

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Mathematics
Louis Lazarus Silverman's Degrees
- PhD Mathematics University of Chicago
- Bachelors Mathematics University of Chicago
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Why Is Louis Lazarus Silverman Influential?
(Suggest an Edit or Addition)According to Wikipedia, Louis Lazarus Silverman was an American mathematician, the first person to receive a Ph.D. in mathematics from an academic institution in the state of Missouri. Born in a village in Lithuania, Silverman moved with his parents to the United States when he was eight years old. He received his B.A. and M.A. in mathematics from Harvard University and then his Ph.D. from the University of Missouri in 1910. From 1910 to 1918 he was a faculty member in the department of mathematics at Cornell University, where he worked with Wallie Abraham Hurwitz on divergent series and summability methods. From 1918 to 1953, Silverman was a professor of mathematics at Dartmouth College, where he retired as professor emeritus. He also taught at Tel Aviv University , the University of Houston, and South Texas College.
Louis Lazarus Silverman's Published Works
Published Works
- On the consistency and equivalence of certain definitions of summability (51)
- University of Missouri studies (23)
- On a Class of Norlund Matrices (1944) (10)
- On the generalization of Abel's Theorem for certain definitions of summability (1929) (9)
- Products of Nörlund transformations (1937) (3)
- On the notion of summability for the limit of a function of a continuous variable (1916) (3)
- On the Consistency and Equivalence of Certain Generalized Definitions of the Limit of a Function of a Continuous Variable (1919) (1)
- The equivalence of certain regular transformations (1)
- Bolzano on Paradoxes (1923) (0)
- Problems for Solution: 3272-3279 (1927) (0)
- Chapter 10: Conclusion (0)
- Chapter 9: Theorems on limits (0)
- Chapter 6: Definitions of evaluability (0)
- Chapter 2: Historical resumé (0)
- Note on regular transformations (1916) (0)
- Chapter 3: Averageable sequences (0)
- Chapter 8: Tests for Cesàro-summability (0)
- Chapter 5: On certain possible definitions of summability (0)
- Chapter 4: Product definitions (0)
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