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Index « Auteurs » - entrée « Michael D. Fried »
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Michael Atiyah < Michael D. Fried < Michael Dewar  Facettes :

List of bibliographic references

Number of relevant bibliographic references: 1.
Ident.Authors (with country if any)Title
000139 (1993) Michael D. Fried [États-Unis] ; Robert Guralnick [États-Unis] ; Jan Saxl [Royaume-Uni]Schur covers and Carlitz’s conjecture

List of associated KwdEn.i

Nombre de
documents		Descripteur
1Additive polynomial
1Affine
1Affine groups
1Algebraic
1Algebraic closure
1Analog
1Arithmetic monodromy group
1Arithmetic monodromy groups
1Automorphism
1Automorphisms
1Branch cycles
1Branch point
1Branch points
1Carlitz
1Centralizes
1Chebychev
1Chebychev polynomials
1Chevalley
1Chevalley group
1Closure
1Cocycle lemma
1Conjecture
1Conjugacy
1Conjugacy class
1Conjugacy classes
1Coset
1Cosets
1Counterexample
1Cyclic
1Cyclic group
1Diagonal automorphisms
1Divisor
1Embedding
1Exceptional polynomial
1Exceptional polynomials
1Exceptionality
1Exceptionality lemma
1Existence theorem
1Extreme case
1Factorization
1Field automorphisms
1Finite branch point
1Finite field
1Finite fields
1Finite group
1Galois
1Galois closure
1Galois group
1General exceptionality lemma
1Generic points
1Genus
1Geometric monodromy group
1Geometric monodromy groups
1Graph automorphism
1Graph automorphisms
1Group theory
1Harbater
1Indecomposability
1Indecomposability statement
1Indecomposable
1Inertia
1Inertia group
1Inertia groups
1Irreducible
1Irreducible component
1Irreducibly
1Isomorphic
1Latter case
1Lemma
1Liebeck
1Math
1Maximal
1Maximal factorization
1Maximal subgroup
1Maximal subgroups
1Modulo
1Monodromy
1Monodromy group
1Monodromy groups
1Natural module
1Next lemma
1Nonabelian
1Nonsingular point
1Nontrivial
1Normal subgroup
1Normalizer
1Normalizes
1Notation
1Order modulo
1Orthogonal
1Other hand
1Overgroups
1Parabolic
1Parabolic subgroup
1Permutation
1Permutation polynomials
1Polynomial lemma
1Positive integer
1Primitive group
1Primitive permutation groups

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