E. H. Moore
American mathematician
E. H. Moore's AcademicInfluence.com Rankings
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Mathematics
E. H. Moore's Degrees
- PhD Mathematics University of Chicago
Why Is E. H. Moore Influential?
(Suggest an Edit or Addition)According to Wikipedia, Eliakim Hastings Moore , usually cited as E. H. Moore or E. Hastings Moore, was an American mathematician. Life Moore, the son of a Methodist minister and grandson of US Congressman Eliakim H. Moore, discovered mathematics through a summer job at the Cincinnati Observatory while in high school. He subsequently studied mathematics at Yale University, where he was a member of Skull and Bones and obtained a BA in 1883 and the PhD in 1885 with a thesis supervised by Hubert Anson Newton, on some work of William Kingdon Clifford and Arthur Cayley. Newton encouraged Moore to study in Germany, and thus he spent an academic year at the University of Berlin, attending lectures by Leopold Kronecker and Karl Weierstrass.
E. H. Moore's Published Works
Published Works
- On the Foundations of Mathematics (1903) (161)
- A General Theory of Limits (1922) (148)
- On certain crinkly curves (118)
- Tactical Memoranda I-III (1896) (102)
- Concerning the Abstract Groups of Order k ! and ½k ! Holohedrically Isomorphic with the Symmetric and the Alternating Substitution-Groups on k Letters (1896) (81)
- A two-fold generalization of Fermat’s theorem (1896) (42)
- Concerning triple systems (1895) (32)
- A doubly-infinite system of simple groups (1893) (32)
- Definition of Limit in General Integral Analysis. (1915) (32)
- Concerning transcendentally transcendental functions (1896) (29)
- Concerning triple systems (1893) (24)
- Concerning Du Bois-Reymond's Two Relative Integrability Theorems (16)
- On the foundations of the theory of linear integral equations (1912) (16)
- A definition of abstract groups (1902) (13)
- A Fundamental Remark Concerning Determinantal Notations with the Evaluation of an Important Determinant of Special Form (13)
- A simple proof of the fundamental Cauchy-Goursat theorem (1900) (13)
- On a definition of abstract groups (1905) (12)
- An universal invariant for finite groups of linear substitutions: with application in the theory of the canonical form of a linear substitution of finite period (1898) (12)
- General Analysis. I (1936) (8)
- Concerning the general equations of the seventh and eighth degrees (1898) (7)
- Algebraic Surfaces of Which Every Plane-Section is Unicursal in the Light of n-Dimensional Geometry (1887) (7)
- Mathematical Papers read at the International Mathematical Congress held in connection with the World's Columbian Exposition, Chicago, 1893 (6)
- THE CROSS‐SECTION PAPER AS A MATHEMATICAL INSTRUMENT* (1906) (6)
- The Cross-Ratio Group of n! Cremona Transformations of Order n - 3 in Flat Space of n - 3 Dimensions (1900) (5)
- Concerning Jordan's linear groups (1895) (5)
- General Analysis Pt. I (1935) (4)
- Concerning Abelian-regular transitive triple systems (1898) (3)
- Concerning regular triple systems (1897) (3)
- The group of holoedric transformation into itself of a given group (1894) (3)
- Notes and errata: “A definition of abstract groups” [Trans.\ Amer.\ Math.\ Soc. 3 (1902), no. 4, 485–492; 1500616] (1904) (3)
- The Cross-Section Paper as a Mathematical Instrument (1906) (3)
- Errata: “On certain crinkly curves” [Trans. Amer. Math. Soc. 1 (1900), no. 1, 72–90; 1500526] (1900) (2)
- The decomposition of modular systems of rank $n$ in $n$ variables (1897) (2)
- Concerning Harnack’s theory of improper definite integrals (1901) (2)
- The Structure of certain Linear Groups with Quadratic Invariants (1898) (2)
- The new haven colloquium (1910) (2)
- The Betweenness Assumptions (1902) (2)
- Concerning the Definition by a System of Functional Properties of the Function $f (z) = {sin \pi z} \over \pi$ (2)
- On power series in general analysis (1922) (2)
- Mathematical Papers Read at the International Mathematical Congress (1893) (1)
- Tactical Memoranda I-III, (Continued) (1896) (1)
- Errata: “On the projective axioms of geometry” [Trans. Amer. Math. Soc. 3 (1902), no. 1, 142–158; 1500592] (1902) (1)
- General Analysis, Part II. The Fundamental Notions of General Analysis (1940) (1)
- General Analysis, II (1941) (1)
- Concerning Klein's Group of (n + 1)! n-Ary Collineations (1900) (1)
- A Note on Mean Values (1895) (0)
- Errata: “A simple proof of the fundamental Cauchy-Goursat theorem” [Trans.\ Amer.\ Math.\ Soc. 1 (1900), no. 4, 499–506; 1500551] (1901) (0)
- On doubly infinite systems of directly similar convex arches with common base line (1904) (0)
- PURE AND APPLIED MATHEMATICS (1903) (0)
- On an Interesting System of Quadratic Equations (1896) (0)
- Algebra: 284-286 (1907) (0)
- On the theory of improper definite integrals (1901) (0)
- Note on Fourier’s constants (1907) (0)
- The decomposition of modular systems connected with the doubly generalized Fermat theorem (1907) (0)
- Problems for Solution: [2883-2889] (1921) (0)
- A Problem Suggested in the Geometry of Nets of Curves and Applied to the Theory of Six Points Having Multiply Perspective Relations (1888) (0)
- On a theorem concerning $p$-rowed characteristics with denominator 2 (1895) (0)
- Problems for Solution: [2843-2845] (1920) (0)
- A Doubly-Infinite System of Simple Groups (Abstract). (0)
- Errata: “Concerning Harnack’s theory of improper definite integrals” [Trans. Amer. Math. Soc. 2 (1901), no. 3, 296–330; 1500570] (1901) (0)
- Note concerning a fundamental theorem of elliptic functions, as treated in halphen’s traité, vol. I, pages 39–41 (1890) (0)
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