Arthur Milgram
American mathematician
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Mathematics
Arthur Milgram's Degrees
- PhD Mathematics Princeton University
Why Is Arthur Milgram Influential?
(Suggest an Edit or Addition)According to Wikipedia, Arthur Norton Milgram was an American mathematician. He made contributions in functional analysis, combinatorics, differential geometry, topology, partial differential equations, and Galois theory. Perhaps one of his more famous contributions is the Lax–Milgram theorem—a theorem in functional analysis that is particularly applicable in the study of partial differential equations. In the third chapter of Emil Artin's book Galois Theory, Milgram also discussed some applications of Galois theory. Milgram also contributed to graph theory, by co-authoring the article Verallgemeinerung eines graphentheoretischen Satzes von Rédei with Tibor Gallai in 1960.
Arthur Milgram's Published Works
Published Works
- Multiplicative semigroups of continuous functions (1949) (62)
- IX. Parabolic Equations (1955) (49)
- Harmonic Forms and Heat Conduction: I: Closed Riemannian Manifolds. (1951) (49)
- Differential operators on Riemannian manifolds (1953) (31)
- Heat Conduction on Riemannian Manifolds: II: Heat Distribution on Complexes and Approximation Theory. (1951) (8)
- Partially Ordered Sets and Topology. (1940) (4)
- Some Topologically Invariant Metric Properties. (1943) (2)
- Decompositions and Dimension of Closed Sets in R n (1938) (1)
- A General Existence Theorem and Some Applications (1938) (0)
- Decompositions and dimension of closed sets in ⁿ (1938) (0)
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What Schools Are Affiliated With Arthur Milgram?
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