John H. Smith
American mathematician
John H. Smith 's AcademicInfluence.com Rankings
Download Badge
Mathematics
John H. Smith 's Degrees
- Masters Mathematics Stanford University
Why Is John H. Smith Influential?
(Suggest an Edit or Addition)According to Wikipedia, John Howard Smith is an American mathematician and retired professor of mathematics at Boston College. He received his Ph.D. from the Massachusetts Institute of Technology in 1963, under the supervision of Kenkichi Iwasawa. In voting theory, he is known for the Smith set, the smallest nonempty set of candidates such that, in every pairwise matchup between a member and a non-member, the member is the winner by majority rule, and for the Smith criterion, a property of certain election systems in which the winner is guaranteed to belong to the Smith set. He has also made contributions to spectral graph theory and additive number theory.
John H. Smith 's Published Works
Published Works
- On the representation of−1 as a sum of two squares in an algebraic number field (1971) (40)
- On products of profinite groups (1969) (14)
- General trinomials having symmetric Galois group (1977) (13)
- Factoring, into Edge Transpositions of a Tree, Permutations Fixing a Terminal Vertex (1999) (11)
- Rearrangements of conditionally convergent real series with preassigned cycle type (1975) (11)
- A GENERALIZATION OF A CONJECTURE OF HARDY AND LITTLEWOOD TO ALGEBRAIC NUMBER FIELDS (2000) (10)
- Commutators of nilpotent matrices (1976) (6)
- A geometric treatment of non-negative generalized inverses (1974) (5)
- A Sharpening of a Putnam Congruence on Binomial Coefficients (1980) (2)
- On S-units almost generated by S-units of subfields (1970) (2)
- A remark on class numbers of number field extensions (1969) (2)
- The structure of free prosupersolvable groups (1983) (2)
- Primitive groups, Moore graphs, and rational curves. (1972) (2)
- Representability by certain norm forms over algebraic number fields (1975) (1)
- Corrigendum to "Factoring, into edge transpositions of a tree, permutations fixing a terminal vertex" [J. Combin. Theory Ser. A 85 (1) (1999) 92-95] (2011) (1)
- Schur complements and LDU decomposition in an additive category (1983) (1)
- Erratum to: “General trinomials having symmetric Galois group” [Proc. Amer. Math. Soc. 63 (1977), no. 2, 208–212; MR 55 #10433] (1979) (0)
- Erratum to "General Trinomials Having Symmetric Galois Group" (1979) (0)
- A result of Bass on cyclotomic extension fields (1970) (0)
- Integer partitions with large Dyson rank (2022) (0)
- Combinatorial congruences fromp-subgroups of the symmetric group (1993) (0)
This paper list is powered by the following services:
Other Resources About John H. Smith
What Schools Are Affiliated With John H. Smith ?
John H. Smith is affiliated with the following schools: