Arthur Stafford Hathaway
#106,401
Most Influential Person Across History
American mathematician
Arthur Stafford Hathaway's AcademicInfluence.com Rankings
Arthur Stafford Hathawaymathematics Degrees
Mathematics
#6358
Historical Rank
Measure Theory
#4323
Historical Rank

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Mathematics
Arthur Stafford Hathaway's Degrees
- PhD Mathematics University of Chicago
Why Is Arthur Stafford Hathaway Influential?
(Suggest an Edit or Addition)According to Wikipedia, Arthur Stafford Hathaway was an American mathematician. Arthur was born September 15, 1855, in Keeler, Michigan. A student at Cornell University, Hathaway earned a bachelor's degree in 1879. For two years he was instructor in mathematics at Friends High School in Baltimore. Hathaway studied with James Joseph Sylvester at Johns Hopkins University. From Sylvester's lectures he learned some number theory and published notes on congruences.
Arthur Stafford Hathaway'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
- A COURSE IN MODERN ANALYSIS. (1903) (257)
- Utility of Quaternions in Physics (1894) (5)
- Quaternions as numbers of four-dimensional space (1897) (4)
- Pure mathematics for engineering students (1901) (1)
- Non-Euclidean Geometry, or The Science of Absolute Space (1897) (1)
- Elementary proof of the quaternion associative principle (1895) (1)
- A Memoir in the Theory of Numbers (1)
- Some More Iufinitesimal Logic. (1893) (1)
- McAulay's Octonions (1899) (1)
- THE DISCOVERY OF CALCULAS. (1919) (1)
- Analytical and Quaternon Treatments of the Problem of Sun and Planet (0)
- MODERN INTERPRETATIONS OF DIFFERENTIALS. (1920) (0)
- Recent Text-Books of Geometry (1896) (0)
- FURTHER HISTORY OF THE CALCULUS. (1920) (0)
- Methods in Solid Analytics (0)
- On Some Theorems of Integrations in Quaternions (0)
- Some Papers on the Theory of Numbers (0)
- A Graphical Solution for Equations of Higher Degree, for Both Real and Imaginary Roots (0)
- Some More Infinitesimal Logic (1893) (0)
- Book Review: The Elements of Geometry (1896) (0)
- Book Review:Plane and Solid Geometry W. W. Beman, D. E. Smith (1896) (0)
- The Newtonian Idea of the Calculus (0)
- A Case of Symbolic vs. Operative Expansion (1878) (0)
- Discussions: A General Type of Reduction Formula (1922) (0)
- Early history of the potential (1891) (0)
- Book Review:Briot and Bouquet's Elements of Analytical Geometry (1897) (0)
- NUMBER OF STUDENTS PER TEACHER. (1912) (0)
- Book Review: Plane and Solid Geometry (1899) (0)
- Motion of n Bodies (0)
- MODERN INTERPRETATION OF DIFFERENTIALS. (0)
- Note on the Early History of the Potential Functions (0)
- Solutions of Problems in Number One (1876) (0)
- Scientific Books: Rational Geometry (1905) (0)
- A Problem with Solution (1878) (0)
- A Common Text-Book Error in the Theory of Envelopes (0)
- A primer of quaternions - illustrated (0)
- Analytical dynamics: being a synopsis of leading topics (0)
- Bowser's Mathematical Text-Books (1893) (0)
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